novel approaches in textile surface modifications for
TRANSCRIPT
1
UNIVERSITY OF MANCHESTER
Novel approaches in textile surface modifications for better
printability A thesis submitted to the University of Manchester for the degree of Doctor of Philosophy in
The Faculty of Sciences and Engineering
2018
Rasha Salaheldien Aboelenien Eldesoky
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Table of contents
Abstract…………………...……...………………………………………………………….25
Declaration.............................................................................................................................. 26
Copyright Statement .............................................................................................................. 27
Acknowledgments .................................................................................................................. 28
1. Chapter One: Introduction .......................................................................................... 29
1.1. Aim of work ................................................................................................................. 29
1.2. Thesis layout ................................................................................................................. 30
2. Chapter Two: Literature review ................................................................................. 31
2.1. Textiles ......................................................................................................................... 31
2.2. Classification of fibres .................................................................................................. 31
2.2.1. Natural fibres ................................................................................................................ 31
2.2.1.1. Cotton ................................................................................................................... 31
2.2.1.2. Chemical properties of cotton .............................................................................. 32
2.2.2. Manufactured fibres...................................................................................................... 35
2.2.2.1. Polyester ............................................................................................................... 35
2.2.2.2. Production of polyester ........................................................................................ 36
2.2.2.3. Chemical properties of polyester ......................................................................... 36
2.2.2.4. Polyester surface treatments................................................................................. 37
2.3. Colouration ................................................................................................................... 38
2.3.1. What is colour and how do we see it? .......................................................................... 38
2.3.2. Colour measurements ................................................................................................... 39
2.4. Textile colouration........................................................................................................ 40
2.4.1. Textile dyeing ............................................................................................................... 40
2.4.2. Textile printing ............................................................................................................. 40
2.4.2.1. Textile printing styles .......................................................................................... 41
2.5. Textile colourants ......................................................................................................... 42
2.5.1. Pigments ....................................................................................................................... 42
2.5.2. Textile dyes .................................................................................................................. 42
2.5.2.1. Acid dyes ............................................................................................................. 42
2.5.2.2. Acid dyes classification ....................................................................................... 43
2.5.2.3. Dyeing process of acid dyes................................................................................. 44
2.5.3. Colouring polyester ...................................................................................................... 45
2.6. Chitosan ........................................................................................................................ 45
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2.6.1. The use of chitosan in colouration of different textile materials .................................. 48
2.6.1.1. Colouration of polyester with chitosan ................................................................ 48
2.6.1.2. Coloration of cotton fabrics with chitosan ........................................................... 49
2.7. Previous publications in chitosan treatments of textile fabrics .................................... 49
2.8. Chitosan treatments on cotton ...................................................................................... 50
2.8.1. Chitosan treatments to improve antimicrobial properties ............................................. 50
2.8.2. Chitosan treatments to improve mechanical properties ................................................ 53
2.8.3. Chitosan treatments to improve dyeability ................................................................... 54
2.8.4. Chitosan treatments to improve textile printability ...................................................... 56
2.8.5. Nano chitosan on cotton ............................................................................................... 57
2.9. Chitosan treatments on wool ........................................................................................ 57
2.9.1. Chitosan treatments to improve antimicrobial properties ............................................. 57
2.9.2. Chitosan treatments to improve mechanical properties ................................................ 58
2.9.3. Chitosan treatments to improve dyeability ................................................................... 61
2.9.4. Chitosan treatments to improve printability ................................................................. 64
2.9.5. Nano-chitosan treatment for wool ................................................................................ 64
2.10. Chitosan treatment for polyester .................................................................................. 65
2.10.1. Chitosan treatments to improve the antimicrobial properties ....................................... 65
2.10.2. Chitosan treatments to improve textile mechanical properties ..................................... 66
2.10.3. Chitosan treatments to improve textile dyeability ........................................................ 67
2.10.4. Chitosan treatments to improve printability ................................................................. 68
2.11. Chitosan treatment on cotton / polyester blends ........................................................... 69
3. Chapter Three: Methodology ...................................................................................... 71
3.1. Introduction .................................................................................................................. 71
3.2. Materials ....................................................................................................................... 72
3.2.1. Fabrics .......................................................................................................................... 72
3.2.2. Chemicals ..................................................................................................................... 72
3.3. Apparatus ...................................................................................................................... 72
3.4. Design of experiments .................................................................................................. 73
3.4.1. Part one: Using the padding process to improve the dyeability of cotton, polyester, and
cotton/polyester blends. ................................................................................................................ 73
3.4.2. Part two: Using chitosan in producing differential printings on different textile
materials ...................................................................................................................................... 74
3.4.3. Part three: The use of chitosan in producing resist printing on different textile
materials ...................................................................................................................................... 74
3.5. Repeated procedures ..................................................................................................... 75
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3.5.1. Fabric preparation ......................................................................................................... 75
3.5.2. Polyester and poly/cotton pretreatment (polyester hydrolysis) .................................... 75
3.5.3. Chitosan preparation ..................................................................................................... 75
3.5.4. Chitosan application techniques on the studied textile samples ................................... 76
3.5.4.1. The application of chitosan using padding technique .......................................... 76
3.5.4.2. Using silkscreen printing technique for chitosan application on textile fabrics... 76
3.5.5. Dyeing process ............................................................................................................. 76
3.6. Samples analysis ........................................................................................................... 77
3.6.1. Colour evaluation ......................................................................................................... 77
3.6.2. Colour fastness evaluations .......................................................................................... 77
3.6.2.1. Colour fastness to crocking .................................................................................. 77
3.6.2.2. Colour fastness to domestic and commercial laundering ..................................... 78
3.6.2.3. Colour fastness to perspiration ............................................................................. 78
3.6.2.1. Scanning Electron Microscope analysis .............................................................. 80
3.7. Statistical analysis ........................................................................................................ 80
4. Chapter Four: Using the padding process to improve the dyeability of cotton,
polyester, and cotton/polyester blends .............................................................................. 84
4.1. Introduction .................................................................................................................. 84
4.2. Initial experimental approaches .................................................................................... 85
4.2.1. The optimum temperature for sodium hydroxide NaOH pretreatment of polyester .... 85
4.2.2. Effect of increasing chitosan of low molecular weight concentration on the colour
strength of polyester samples ........................................................................................................ 85
4.2.3. The use of pad- dry- cure process instead of exhaustion process for chitosan treatment .
...................................................................................................................................... 86
4.2.4. The use of high molecular weight vs. low molecular weight chitosan ......................... 87
4.2.5. The use of basic dyes .................................................................................................... 87
4.2.6. The use of chitosan with di methylol di hydroxy ethylene urea DMDHEU compared to
the use of chitosan with acetic acid ............................................................................................... 88
4.2.7. Polymer loading calculation ......................................................................................... 89
4.3. Experiments ............................................................................................................................... 91
4.3.1. Chitosan treatment ........................................................................................................ 91
4.3.2. Dyeing with acid dyes .......................................................................................... 91
4.3.3. Samples evaluation .............................................................................................. 91
4.3.3.1. Colour strength evaluation ................................................................................... 91
4.3.3.2. Colour fastness to crocking .................................................................................. 91
4.3.3.3. Colour fastness to perspiration ............................................................................. 92
4.3.3.4. Colour fastness to domestic and commercial laundering ..................................... 92
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4.4. Results and discussions ................................................................................................ 92
4.4.1. Effect of sodium hydroxide concentration on the K/S values of chitosan padded textile
fabrics ...................................................................................................................................... 92
4.4.1.1. Effect of sodium hydroxide concentration on the K/S values of PET samples ... 92
4.4.1.2. Effect of Sodium hydroxide concentration on the K/S values of 50% cotton- 50%
PET samples ............................................................................................................................. 94
4.4.1.3. Effect of sodium hydroxide concentration on the K/S values of 65% cotton- 35%
PET samples ............................................................................................................................. 96
4.4.2. Effect of chitosan fixation temperature on K/S values of chitosan padded textile fabrics
...................................................................................................................................... 98
4.4.2.1. Effect of chitosan fixation temperature on the K/S values of PET samples ........ 99
4.4.2.2. Effect of fixation temperature on the K/S values of 50% Cotton- 50% PET
samples ........................................................................................................................... 101
4.4.2.3. Effect of fixation temperature on the K/S values of 65% cotton- 35% PET
samples ........................................................................................................................... 103
4.4.2.4. Effect of fixation temperature on the K/S values of cotton samples .................. 104
4.4.3. Effect of chitosan fixation time on the K/S values of chitosan padded textile fabrics106
4.4.3.1. Effect of fixation time on the K/S values of PET samples ................................ 106
4.4.3.2. Effect of fixation time on the K/S values of 50% cotton – 50% PET samples .. 108
4.4.3.3. Effect of fixation time on the K/S values of 65% cotton – 35% PET samples .. 110
4.4.3.4. Effect of fixation time on the K/S values of cotton samples .............................. 112
4.4.4. Effect of chitosan concentration on the K/s values of chitosan padded textile fabrics.....
.................................................................................................................................... 113
4.4.4.1. Effect of chitosan concentration on the K/S values of PET samples ................. 114
4.4.4.2. Effect of chitosan concentration on the K/S values of 50% Cotton- 50% PET
samples ........................................................................................................................... 115
4.4.4.3. Effect of chitosan concentration on the K/S values of 65% cotton- 35% PET
samples ........................................................................................................................... 117
4.4.4.4. Effect of chitosan concentration on the K/S values of cotton samples .............. 119
4.4.4.5. Multiple ANOVA analysis for the effect of chitosan concentration .................. 120
4.5. Samples Evaluation .................................................................................................... 121
4.5.1. Colour fastness evaluation .......................................................................................... 121
4.5.1.1. Colour fastness to crocking ................................................................................ 121
4.5.1.2. Colour fastness to domestic and commercial laundering ................................... 123
4.5.1.3. Colour fastness to perspiration ........................................................................... 124
4.5.2. Scanning Electron Microscope (SEM) ....................................................................... 127
4.6. Conclusion .................................................................................................................. 130
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Chapter Five: Differential printing of cotton, polyester, and cotton/polyester blends with
chitosan. ............................................................................................................................. 131
5.1. Introduction ................................................................................................................ 131
5.2. Experiments ................................................................................................................ 132
5.2.1. Materials ..................................................................................................................... 132
5.2.2. Methods ...................................................................................................................... 132
5.2.2.1. Polyester and Polyester/ cotton blends pretreatment ......................................... 132
5.2.2.2. Fabric treatment with chitosan ........................................................................... 132
5.2.2.3. Dyeing of printed samples ................................................................................. 133
5.2.2.4. Samples evaluation ............................................................................................ 133
5.3. Results and discussion ................................................................................................ 134
5.3.1. Effect of sodium hydroxide concentration in the pretreatment of chitosan printed
textile fabrics ............................................................................................................................... 134
5.3.1.1. Effect of sodium hydroxide concentration on the K/S values of PET samples . 134
5.3.1.2. Effect of Sodium hydroxide concentration on the K/S values of 50% Cotton-
50% PET samples ................................................................................................................... 137
5.3.1.3. Effect of sodium hydroxide concentration on the K/S values of 65% cotton- 35%
PET samples ........................................................................................................................... 138
5.3.1.4. Multiple ANOVA analysis for the effect of NaOH concentration..................... 140
5.3.2. Effect of chitosan fixation temperature on the K/S values of chitosan printed textile
fabrics .................................................................................................................................... 141
5.3.2.1. Effect of chitosan fixation temperature on the K/S values of chitosan printed PET
samples ........................................................................................................................... 142
5.3.2.2. Effect of fixation temperature on the K/S values of chitosan printed 50% cotton-
50% PET samples ................................................................................................................... 144
5.3.2.3. Effect of fixation temperature on the K/S values of chitosan printed 65% Cotton-
35% PET samples ................................................................................................................... 145
5.3.2.4. Effect of fixation temperature on the K/S values of cotton samples .................. 147
5.3.2.5. Multiple ANOVA analysis for the effect of fixation temperature of K/S for the
textile samples ......................................................................................................................... 149
5.3.3. Effect of chitosan fixation time on chitosan printed textile samples .......................... 150
5.3.3.1. Effect of fixation time on the K/S values of chitosan printed PET samples ...... 150
5.3.3.2. Effect of fixation time on the K/S values of 50% cotton – 50% PET samples .. 152
5.3.3.3. Effect of fixation time on the K/S values of 65% cotton – 35% PET samples .. 154
5.3.3.4. Effect of fixation time on the K/S values of cotton samples .............................. 156
5.3.3.5. Multiple ANOVA analysis for the effect of fixation time on K/S values of treated
samples ........................................................................................................................... 158
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5.3.4. Effect of chitosan concentration on the K/S values of chitosan printed textile fabrics ....
.................................................................................................................................... 159
5.3.4.1. Effect of chitosan concentration on the K/S values of PET samples ................. 159
5.3.4.2. Effect of chitosan concentration on the K/S values of 50% cotton- 50% PET
samples ........................................................................................................................... 161
5.3.4.3. Effect of chitosan concentration on the K/S values of 65% cotton- 35% PET
samples ........................................................................................................................... 163
5.3.4.4. Effect of chitosan concentration on the K/S values of cotton samples .............. 165
5.3.4.5. Multiple ANOVA analysis for the effect of chitosan concentration .................. 166
5.4. Samples evaluation ..................................................................................................... 167
5.4.1. Colour fastness evaluation .......................................................................................... 167
5.4.1.1. Colour fastness to crocking ................................................................................ 167
5.4.1.2. Colour fastness to domestic and commercial laundering ................................... 169
5.4.1.3. Colour fastness to perspiration ........................................................................... 170
5.4.2. Scanning Electron Microscope (SEM) ....................................................................... 175
5.5. Conclusion .................................................................................................................. 178
6. Chapter Six: A novel approach in resist printing of polyester and polyester/cotton
blended fabrics .................................................................................................................. 179
6.1. Introduction ................................................................................................................ 179
6.2. Initial experimental approaches .................................................................................. 180
4.6.1. The use of chitosan in discharge printing of PET fabrics and its blends .................... 180
6.2.2. The use of thermo-fixation vs. steam-fixation for resist printing with NaOH and
chitosan .................................................................................................................................... 181
6.3. Experiments ................................................................................................................ 182
6.3.1. Materials ..................................................................................................................... 182
6.3.2. Methods ...................................................................................................................... 182
6.3.2.1. Polyester and poly/cotton pretreatment .............................................................. 182
6.3.2.2. Resist printing .................................................................................................... 182
6.3.2.3. Chitosan printing ................................................................................................ 182
6.3.2.4. Dyeing of printed samples ................................................................................. 183
6.3.2.5. Washing ............................................................................................................. 183
6.3.2.6. Samples evaluation ............................................................................................ 184
6.4. Results and discussion ................................................................................................ 184
6.4.1. Effect of chitosan fixation temperature on the K/S values of chitosan printed textile
fabrics .................................................................................................................................... 184
6.4.1.1. Effect of fixation temperature on the percentage decrease in K/S values of resist
printed PET samples ............................................................................................................... 184
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6.4.1.2. Effect of fixation temperature on the percentage decrease in K/S values of resist
printed 50 % cotton – 50 % PET samples ............................................................................... 186
6.4.1.3. Effect of fixation temperature on the percentage decrease in K/S values of resist
printed 65 % cotton – 35 % PET samples ............................................................................... 188
6.4.2. Effect of chitosan fixation time on the K/S values of chitosan printed textiles .......... 190
6.4.2.1. Effect of fixation temperature on the percentage decrease in K/S values of resist
printed PET samples ............................................................................................................... 190
6.4.2.2. Effect of fixation time on the percentage decrease in K/S values of resist printed
50 % cotton – 50 % PET samples ........................................................................................... 192
6.4.2.3. Effect of fixation time on the percentage decrease in K/S values of resist printed
65 % cotton – 35 % PET samples ........................................................................................... 194
6.4.3. Effect of sodium hydroxide concentration in resist printing paste on the percentage
decrease in K/S values of resist printed textile samples ............................................................. 196
6.4.3.1. Effect of sodium hydroxide concentration on the percentage decrease in K/S
values of resist printed PET samples ...................................................................................... 196
6.4.3.2. Effect of sodium hydroxide concentration on the percentage decrease in K/S
values of resist printed 50% cotton – 50% PET samples ........................................................ 198
6.4.3.3. Effect of sodium hydroxide concentration on the percentage decrease in K/S
values of resist printed 65 % cotton – 35% PET samples ....................................................... 200
6.5. Samples evaluation ..................................................................................................... 202
6.5.1. Scanning electron microscope (SEM) ........................................................................ 202
6.6. Conclusion .................................................................................................................. 205
Chapter seven: Conclusion and further research ............................................................. 206
7.1. Conclusion .................................................................................................................. 206
7.2. Further research .......................................................................................................... 207
8. References .................................................................................................................... 209
9. Appendix A: ................................................................................................................. 217
Data analysis for using the padding process to improve the dyeability of cotton, polyester,
and cotton/polyester blends .............................................................................................. 217
9.1. Effect of Chitosan concentration ................................................................................ 217
9.1.1. Effect of chitosan concentration on polyester samples............................................... 217
9.1.2. Effect of chitosan concentration on 50% cotton - 50% PET (Blend 1) samples ........ 219
9.1.3. The effect of chitosan concentration on 65% cotton-35%PET (Blend 2) samples .... 220
9.1.4. The effect of chitosan concentration on cotton samples ............................................. 222
9.2. Effect of chitosan fixation temperature ...................................................................... 224
9.2.1. The effect of fixation temperature on PET samples ................................................... 224
9.2.2. The effect of fixation temperature on 50% cotton - 50% PET (Blend 1) samples ..... 225
9.2.3. The effect of fixation temp on 65% cotton - 35% PET (Blend 2) samples ................ 227
9
9.2.4. The effect of fixation temperature on cotton samples ................................................ 229
9.3. Effect of chitosan fixation Time ................................................................................. 230
9.3.1. The effect of fixation time on PET samples ............................................................... 230
9.3.2. The effect of fixation time on 50% cotton - 50% PET (Blend 1) samples ................. 232
9.3.3. The effect of fixation time on 65% cotton - 35% PET (Blend 2) samples ................. 233
9.3.4. The effect of fixation time on cotton samples ............................................................ 235
9.4. Effect of NaOH concentration .................................................................................... 236
9.4.1. The effect of NaOH concentration on PET samples .................................................. 236
9.4.2. The effect of NaOH concentration on 50% cotton - 50% PET (Blend 1) samples .... 238
9.4.3. The effect of NaOH concentration on 65% cotton - 35% PET (Blend 2) samples .... 240
Appendix B: Data analysis for differential printing of cotton, polyester, and
cotton/polyester blends with chitosan. ............................................................................ 242
10.1. Effect of NaOH concentration .................................................................................... 242
10.1.1. The effect of NaOH concentration on PET samples .................................................. 242
10.1.2. The effect of NaOH concentration on 50% cotton - 50% PET (Blend 1) samples .... 244
10.1.3. The effect of NaOH concentration on 65% cotton - 35% PET (Blend 2) samples .... 245
10.2. Effect of Temperature ................................................................................................. 247
10.2.1. The effect of fixation temperature on PET samples ................................................... 247
10.2.2. The effect of fixation temperature on 50% cotton - 50% PET (Blend 1) samples ..... 249
10.2.3. The effect of fixation temperature on 65% cotton - 35% PET (Blend 2) samples ..... 250
10.2.4. The effect of fixation temperature on cotton samples ................................................ 252
10.3. Effect of chitosan fixation Time ................................................................................. 253
10.3.1. The effect of fixation time on PET samples ............................................................... 253
10.3.2. The effect of fixation time on 50% cotton - 50% PET (Blend 1) samples ................. 255
10.3.3. The effect of fixation time on 65% cotton - 35% PET (Blend 2) samples ................. 256
10.3.4. The effect of fixation time on cotton samples ............................................................ 258
10.4. Effect of chitosan concentration ................................................................................. 259
10.4.1. The effect of chitosan concentration on PET samples ............................................... 259
10.4.2. The effect of chitosan concentration on 50 % cotton - 50% PET (Blend 1) samples 261
10.4.3. The effect of chitosan concentration on 65 % cotton – 35 % PET (Blend 2) samples .....
.................................................................................................................................... 262
10.4.4. The effect of chitosan concentration on cotton samples ............................................. 264
11. Appendix C: Data analysis for the resist printing of polyester and polyester/cotton
blended fabrics .................................................................................................................. 267
11.1. Effect of chitosan fixation temperature ...................................................................... 267
11.1.1. The effect of chitosan fixation temperature on PET samples ..................................... 267
10
11.1.2. The effect of fixation temperature on 50 % cotton - 50% PET (Blend 1) samples .... 269
11.1.3. The effect of fixation temperature on 65 % cotton - 35% PET (Blend 2) samples .... 270
11.2. Effect of chitosan fixation Time ................................................................................. 272
11.2.1. The effect of fixation time on PET samples ............................................................... 272
11.2.2. The effect of fixation time on 50 % cotton - 50% PET (Blend 1) samples ................ 273
11.2.3. The effect of fixation time on 65 % cotton - 35% PET (Blend 2) samples ................ 274
11.3. Effect of NaOH concentration in the resist printing paste .......................................... 276
11.3.1. The effect of NaOH concentration on PET samples .................................................. 276
11.3.2. The effect of NaOH concentration on 50 % cotton - 50% PET (Blend 1) samples ... 278
11.3.3. The effect of NaOH concentration on 65 % cotton - 35% PET (Blend 2) samples ... 279
Words count 71094
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List of figures
Figure 2.1: Chemical structure of cellulose ............................................................................. 31
Figure 2.2: Scanning electron micrographs of raw cotton fibres ............................................. 32
Figure 2.3: Cotton reaction with acids ..................................................................................... 33
Figure 2.4: Oxidation of cotton ................................................................................................ 34
Figure 2.5: Chemical structure of PET ................................................................................... 35
Figure 2.6: Syntheses of polyethylene terephthalate ............................................................... 36
Figure 2.7: Alkaline hydrolysis of PET ................................................................................... 37
Figure 2.8: A double beam reflection spectrophotometers ...................................................... 40
Figure 2.9: Reaction between a cationic fibre and the acid dye ............................................. 43
Figure 2.10: Crustacean sources of chitin ............................................................................... 46
Figure 2.11: The deacetylation of chitin ................................................................................. 46
Figure 2.12: Chemical structure of chitosan ........................................................................... 47
Figure 2.13: Chitosan dissolution in acetic acid ..................................................................... 47
Figure 2.14: SEM of untreated cotton fibres .......................................................................... 52
Figure 2.15: SEM of chitosan/DMDHEU treated cotton fibres ............................................. 52
Figure 2.16: Wool fibre treated with bactosol enzyme for 60 min. ........................................ 59
Figure 2.17: Wool fibre treated with esperase enzyme for 60 min. ........................................ 59
Figure 2.18: Wool fibre treated with chitosan and bactosol enzyme for 60 min. ................... 60
Figure 2.19: Wool fibre treated with chitosan and esperase enzyme for 60 min. ................... 60
Figure 3.1: Means and standard errors for the effect of fixation temperature on the K/S values
of the chitosan padded cotton samples ........................................................................... 82
Figure 3.2: Plot of fitted model illustrating the effect of fixation temperature on the K/S
values of the chitosan padded cotton samples ................................................................. 83
Figure 4.1: Samples for initial trials of effect of increasing chitosan of low molecular weight
concentration on the colour strength of polyester samples ............................................... 86
Figure 4.2: Samples of initial trails for the use of pad- dry- cure process instead of the
exhaustion process for chitosan treatment ....................................................................... 87
Figure 4.3: Samples of initial trails for the use of basic dye ................................................... 88
Figure 4.4: Samples of initial trials for the use of chitosan with DMDHEU .......................... 88
Figure 4.5: Successful sample of polyester fabric padded in chitosan and dyed with acid dye ..
89
Figure 4.6: Effect of NaOH concentration on the k/s values of the chitosan padded PET
samples ............................................................................................................................. 93
Figure 4.7: Standard errors for the effect of NaOH concentration on the K/S values of the
chitosan padded 50% cotton – 50% PET samples ........................................................... 95
Figure 4.8: Standard errors for the effect of NaOH concentration on the K/S values of the
chitosan padded 65% cotton – 35% PET samples ............................................................ 97
Figure 4.9: Means and standard errors for the effect of fixation temperature on the K/S values
of the chitosan padded PET samples ................................................................................ 99
Figure 4.10: Effect of fixation temperature on the K/S values of the chitosan padded 50%
cotton – 50% PET samples ……………………………………………….…… 101
12
Figure 4.11: Means and standard errors for the effect of fixation temperature on the K/S
values of the chitosan padded 65% cotton – 35% PET samples .................................... 103
Figure 4.12: Means and standard errors for the effect of fixation temperature on the K/S
values of the chitosan padded cotton samples……………………..…….…… 105
Figure 4.13: Means and standard error for the effect of fixation time on the K/S values of the
chitosan padded PET samples ....................................................................................... 107
Figure 4.14: Means and standard error for the effect of fixation time on the K/S values of the
chitosan padded 50% cotton – 50% PET samples ......................................................... 108
Figure 4.15: Means and standard error for the effect of fixation time on the K/S values of
the chitosan padded 65% cotton – 35% PET samples ................................................... 110
Figure 4.16: Means and standard error for the effect of fixation time on the K/S values of the
chitosan padded cotton samples .................................................................................... 112
Figure 4.17: Means and standard error for the effect of chitosan concentration on the K/S
values of the chitosan padded PET samples .................................................................. 114
Figure 4.18: Means and standard error for the effect of chitosan concentration on the K/S
values of the chitosan padded 50% cotton- 50% PET samples ..................................... 116
Figure 4.19: Means and standard error for the effect of chitosan concentration on the K/S
values of the chitosan padded 65% cotton- 35% PET samples
………………………………………...………………………………………….…… 118
Figure 4.20: Means and standard errors for the effect of chitosan concentration on the K/S
values of the chitosan padded cotton samples ............................................................... 119
Figure 4.21 Means and standard errors for the comparison between chitosan concentration
effects on different fabrics ............................................................................................. 121
Figure 4.22: SEM for un treated PET sample ...................................................................... 127
Figure 4.23: SEM for PET sample treated with chitosan at the optimum condition .................. 127
Figure 4.24: SEM for un treated 50% cotton – 50% PET sample ....................................... 128
Figure 4.25: SEM for 50% cotton – 50% PET sample treated with chitosan at the optimum
condition ........................................................................................................................ 128
Figure 4.26: SEM for un treated 65% cotton – 35% PET sample ....................................... 128
Figure 4.27: SEM for 65% cotton – 35% PET sample treated with chitosan at the optimum
condition ........................................................................................................................ 129
Figure 4.28: SEM for un treated cotton sample ................................................................... 129
Figure 4.29: SEM cotton sample treated with chitosan ....................................................... 129
Figure 5.1: Effect of NaOH concentration on the K/S values of the chitosan printed PET
samples .......................................................................................................................... 135
Figure 5.2: Standard errors for the effect of NaOH concentration on the K/S values of the
chitosan printed 50% cotton – 50% PET samples ......................................................... 137
Figure 5.3: Means and standard errors for the effect of NaOH concentration on the K/S values
of the chitosan printed 65% cotton – 35% PET samples ............................................... 139
Figure 5.4: Means and standard errors for the comparison between NaOH concentration
effect on different chitosan printed fabrics .................................................................... 141
Figure 5.5: Means and standard error for the effect of fixation temperature on the K/S values
of the chitosan printed PET samples ............................................................................. 142
13
Figure 5.6: Means and standard errors for the effect of fixation temperature on the K/S values
of the chitosan printed 50% cotton – 50% PET samples ............................................... 144
Figure 5.7: Means and standard errors for the effect of fixation temperature on the K/S values
of the chitosan printed 65% cotton – 35% PET samples ............................................... 146
Figure 5.8: Means and standard errors for the effect of fixation temperature on the K/S values
of the chitosan printed cotton samples .......................................................................... 148
Figure 5.9 Means and standard errors for the comparison between fixation temperatures
effect on different chitosan printed fabrics .................................................................... 149
Figure 5.10: Means and standard error for the effect of fixation time on the K/S values of the
chitosan printed PET samples ........................................................................................ 151
Figure 5.11: Means and standard error for the effect of fixation time on the K/S values of the
chitosan padded 50% cotton – 50% PET samples ......................................................... 153
Figure 5.12: Means and standard error for the effect of fixation time on the K/S values of the
chitosan padded 65% cotton – 35% PET samples ......................................................... 155
Figure 5.13: Means and standard error for the effect of fixation time on the K/S values of the
chitosan printed cotton samples ..................................................................................... 157
Figure 5.14: Means and standard errors for the comparison between fixation time effect on
the different fabrics ........................................................................................................ 158
Figure 5.15: Means and standard error for the effect of chitosan concentration on the K/S
values of the chitosan padded PET samples .................................................................. 160
Figure 5.16: Means and standard error for the effect of fixation time on the K/S values of the
chitosan printed 50% cotton- 50% PET samples ........................................................... 162
Figure 5.17: Means and standard error for the effect of fixation time on the K/S values of the
chitosan padded 65% cotton- 35% PET samples .......................................................... 164
Figure 5.18: Means and standard error for the effect of fixation time on the K/S values of the
chitosan printed cotton samples ..................................................................................... 165
Figure 5.19 Means and standard errors for the comparison between chitosan concentration
effects on different fabrics ............................................................................................. 167
Figure 5.20: SEM for un treated PET sample ...................................................................... 175
Figure 5.21: SEM for PET sample printed with chitosan .................................................... 175
Figure 5.22: SEM for un treated 50% cotton – 50% PET sample ....................................... 176
Figure 5.23: SEM for 50% cotton – 50% PET sample printed with chitosan ..................... 176
Figure 5.24: SEM for un treated 65% cotton – 35% PET sample ....................................... 176
Figure 5.25: SEM for 65% cotton – 35% PET sample printed with chitosan ..................... 177
Figure 5.26: SEM for un treated cotton sample ................................................................... 177
Figure 5.27: SEM for chitosan printed cotton sample ......................................................... 177
Figure 6.1: Discharge printing of PET samples and polyester/ cotton blends ...................... 181
Figure 6.2: Explanation diagram for the resist printing technique ....................................... 183
Figure 6.3: Means and standard error for the effect of fixation temperature on the percentage
decrease of K/S values of the resist printed PET samples ............................................. 185
Figure 6.4: Means and standard error for the effect of fixation temperature on the percentage
decrease in K/S values of the resist printed 50 % cotton – 50 % PET samples ............ 187
Figure 6.5: Means and standard error for the effect of fixation temperature on the percentage
decrease in K/S values of the resist printed 65 % cotton – 35 % PET samples ............ 189
14
Figure 6.6: Means and standard error for the effect of fixation time on the percentage
decrease in K/S values of the resist printed PET samples ............................................. 191
Figure 6.7: Means and standard error for the effect of fixation time on the percentage
decrease in K/S values of the resist printed 50 % cotton – 50 % PET samples ............ 193
Figure 6.8: Means and standard error for the effect of fixation time on the percentage
decrease in K/S values of the resist printed 65 % cotton – 35 % PET samples ............ 195
Figure 6.9: Means and standard error for the effect of NaOH concentration on the percentage
decrease in K/S values of the resist printed PET samples ............................................. 197
Figure 6.10: Means and standard error for the effect of NaOH concentration on the
percentage decrease in K/S values of the resist printed 50% cotton – 50% PET samples
........................................................................................................................................ 199
Figure 6.11: Means and standard error for the effect of NaOH concentration on the
percentage decrease in K/S values of the resist printed 65% cotton – 35% PET samples
........................................................................................................................................ 201
Figure 6.12: SEM for chitosan printed PET sample ............................................................ 203
Figure 6.13: SEM for PET sample resist printed with sodium hydroxide ........................... 203
Figure 6.14: SEM for chitosan printed 50% cotton – 50% PET sample ............................. 203
Figure 6.15: SEM for 50% cotton – 50% PET sample resist printed with sodium hydroxide
........................................................................................................................................ 204
Figure 6.16: SEM for chitosan printed 65% cotton – 35% PET sample ............................. 204
Figure 6.17: SEM for 65% cotton – 35% PET sample resist printed with sodium hydroxide
........................................................................................................................................ 204
Figure 9.1: Plot of fitted model for the effect of chitosan concentration on the K/S values of
PET samples .................................................................................................................. 218
Figure 9.2: Plot of fitted model for the effect of chitosan concentration on the K/S values of
50% cotton - 50% PET samples .................................................................................... 219
Figure 9.3: Plot of fitted model for the effect of chitosan concentration on the K/S values of
65% cotton - 35% PET samples .................................................................................... 221
Figure 9.4: Plot of fitted model for the effect of chitosan concentration on the K/S values of
cotton samples ............................................................................................................... 223
Figure 9.5: Plot of fitted model for the effect of chitosan fixation temperature on the K/S
values of PET samples ................................................................................................... 224
Figure 9.6: Plot of fitted model for the effect of chitosan fixation temperature on the K/S
values of 50% cotton - 50% PET samples ..................................................................... 226
Figure 9.8: Plot of fitted model for the effect of chitosan fixation temperature on the K/S
values of cotton samples ................................................................................................ 229
Figure 9.9: Plot of fitted model for the effect of chitosan fixation time on the K/S values of
PET samples .................................................................................................................. 231
Figure 9.10: Plot of fitted model for the effect of chitosan fixation time on the K/S values of
50% cotton - 50% PET samples .................................................................................... 232
Figure 9.13: Plot of fitted model for the effect of NaOH concentration on the K/S values of
PET samples .................................................................................................................. 237
Figure 9.14: Plot of fitted model for the effect of NaOH concentration on the K/S values of
50% cotton - 50% PET samples .................................................................................... 239
15
Figure 9.15: Plot of fitted model for the effect of NaOH concentration on the K/S values of
65% cotton - 35% PET samples .................................................................................... 240
Figure 10.1: Plot of fitted model for the effect of NaOH concentration on the K/S values of
PET samples .................................................................................................................. 243
Figure 10.2: Plot of fitted model for the effect of NaOH concentration on the K/S values of
50% cotton - 50% PET samples .................................................................................... 244
Figure 10.3: Plot of fitted model for the effect of NaOH concentration on the K/S values of
65% cotton - 35% PET samples .................................................................................... 246
Figure 10.4: Plot of fitted model for the effect of chitosan fixation temperature on the K/S
values of PET samples ................................................................................................... 248
Figure 10.6: Plot of fitted model for the effect of chitosan fixation temperature on the K/S
values of 65% cotton - 35% PET samples ..................................................................... 251
Figure 10.7: Plot of fitted model for the effect of chitosan fixation temperature on the K/S
values of cotton samples ................................................................................................ 252
Figure 10.8: Plot of fitted model for the effect of chitosan fixation time on the K/S values of
PET samples .................................................................................................................. 254
Figure 10.10: Plot of fitted model for fixation time effect on K/S values of 65% Cotton - 35%
PET samples .................................................................................................................. 257
Figure 10.11: Plot of fitted model for fixation time effect on K/S values of Cotton samples
........................................................................................................................................ 258
Figure 10.12: Plot of fitted model for chitosan concentration effect on K/S values of PET
samples .......................................................................................................................... 260
Figure 10.13: Plot of fitted model for chitosan concentration effect on K/S values of 50 %
cotton - 50% PET samples ............................................................................................. 261
Figure 10.14: Plot of fitted model for chitosan concentration effect on K/S values of 65 %
cotton - 35% PET samples ............................................................................................. 263
Figure 10.15: Plot of fitted model for chitosan …………………………………….…… effect
on K/S values of cotton samples .................................................................................... 264
Figure 11.1: Plot of fitted model for the effect of chitosan fixation temperature on K/S values
of PET samples .............................................................................................................. 268
Figure 11.2: Plot of fitted model for the effect of chitosan fixation temperature on K/S values
of 50 % cotton - 50% PET samples ............................................................................... 269
Figure 11.3: Plot of fitted model for the effect of chitosan fixation temperature on K/S values
of 65 % cotton - 35% PET samples ............................................................................... 271
Figure 11.4: Plot of fitted model for the effect of chitosan fixation time on K/S values of PET
samples .......................................................................................................................... 272
Figure 11.5: Plot of fitted model for the effect of chitosan fixation time on K/S values of 50
% cotton - 50% PET samples ........................................................................................ 274
Figure 11.7: Plot of fitted model for the effect of chitosan fixation time on K/S values of PET
samples .......................................................................................................................... 277
16
Figure 11.8: Plot of fitted model for the effect of chitosan fixation time on K/S values of 50
% cotton - 50% PET samples ........................................................................................ 278
Figure 11.9: Plot of fitted model for the effect of chitosan fixation time on K/S values of 65
% cotton - 35% PET samples ........................................................................................ 280
17
List of tables
Table 4.1. Weight gain after chitosan printing of cotton, polyester, 50% cotton-50% polyester
blend and 65% cotton-35% polyester blend .................................................................. a90
Table 4.2: The K/S means values of PET samples treated with different NaOH concentrations
.......................................................................................................................................... 93
Table 4.3: K/S mean values of blend 1 samples treated with different NaOH concentrations
.......................................................................................................................................... 95
Table 4.4: the K/S mean values of 65% cotton- 35% PET samples for each NaOH
concentration. .................................................................................................................. 97
Table 4.5: The K/S means values of PET samples for each fixation temperature .................. 99
Table 4.6: The K/S mean values of blend 1 samples for each fixation temperature three
samples each .................................................................................................................. 101
Table 4.7: The K/S mean values of blend II samples for each fixation temperature ............ 103
Table 4.8: The mean values of K/S for cotton samples treated with different fixation
temperatures ................................................................................................................... 104
Table 4.9: The K/S mean values of PET samples for each set of fixation time ................... 106
Table 4.10: The K/S mean values of 50% cotton – 50% PET samples for each fixation time
for three samples ............................................................................................................ 108
Table 4.11: The K/S mean values of 65% cotton – 35% PET samples for each fixation time
........................................................................................................................................ 110
Table 4.12: The K/S means values of cotton samples for each fixation time ....................... 112
Table 4.13: The K/S mean values of PET samples for each chitosan concentration ............ 114
Table 4.14: The K/S mean values of 50% cotton- 50% PET samples for each chitosan
concentration ................................................................................................................. 116
Table 4.15: The K/S mean values of 65% Cotton- 35% PET samples for each chitosan
concentration ................................................................................................................. 117
Table 4.16: The K/S mean values of cotton samples for each chitosan concentration .......... 119
Table 4.17: Fastness to crocking properties of chitosan padded fabrics ............................... 122
Table 4.18: Fastness properties of chitosan padded fabrics for domestic and commercial
laundering ...................................................................................................................... 124
Table 4.19: Fastness properties of chitosan padded fabrics for perspiration ........................ 125
Table 5.1: The K/S mean values of PET samples for each NaOH concentration ................ 135
Table 5.2: The K/S means value for blend 1 samples of each NaOH concentration ............ 137
Table 5.3: The means of K/S values of blend 2 samples for each NaOH concentration . ..... 139
Table 5.4: The K/S means values of chitosan printed PET samples for each fixation
temperature .................................................................................................................... 142
Table 5.5: K/S mean values of chitosan printed blend 1 samples for each fixation temperature
........................................................................................................................................ 144
Table 5.6: K/S mean values of chitosan printed blend 2 samples for each fixation temperature
........................................................................................................................................ 146
Table 5.7: The mean values of K/S for cotton samples of each fixation temperature ........... 147
Table 5.8: The K/S means values of PET samples for each fixation time ............................ 150
18
Table 5.9: The K/S means values of 50% cotton – 50% PET samples for each fixation time
three samples each ......................................................................................................... 152
Table 5.10: The K/S mean values of 65% cotton – 35% PET samples for each fixation time
........................................................................................................................................ 154
Table 5.11: The K/S means values of cotton samples for each fixation time ....................... 156
Table 5.12: The K/S mean values of PET samples for each chitosan concentration ............ 160
Table 5.13: The mean values of K/S of 50% cotton- 50% PET samples for each chitosan ..
........................................................................................................................................ 161
Table 5.14 The K/S mean values of 65% cotton- 35% PET samples for each chitosan
concentration ................................................................................................................. 163
Table 5.15 The K/S mean values of cotton samples for each chitosan concentration .......... 165
Table 5.16: Fastness to dry and wet crocking of chitosan printed samples .......................... 168
Table 5.17: Fastness properties of chitosan printed fabrics for domestic and commercial
laundering ...................................................................................................................... 170
Table 5.18: fastness properties of chitosan printed fabrics for perspiration ......................... 171
Table 6.1: The percentage decrease in K/S means values of resist printed PET samples for
each fixation temperature .............................................................................................. 185
Table 6.2: The percentage decrease in K/S means values of resist printed 50 % cotton – 50 %
PET samples for each fixation temperature ................................................................... 187
Table 6.3: The percentage decrease in K/S mean values of resist printed 65 % cotton – 35 %
PET samples for each fixation temperature ................................................................... 189
Table 6.4: The percentage decrease in K/S mean values of resist printed PET samples for
each fixation time .......................................................................................................... 191
Table 6.5: The percentage decrease in K/S mean values of resist printed 50 % cotton – 50 %
PET samples for each fixation time ............................................................................... 192
Table 6.6: The percentage decrease in K/S mean values of resist printed 65 % cotton – 35 %
PET samples for each fixation time ............................................................................... 194
Table 6.7: The percentage decrease in K/S mean values of resist printed PET samples for
each NaOH concentration .............................................................................................. 197
Table 6.8: The percentage decrease in K/S mean values of resist printed 50% cotton – 50%
PET samples for each NaOH concentration .................................................................. 199
Table 6.9: The percentage decrease in K/S mean values of resist printed 65% cotton – 35%
PET samples for each NaOH concentration .................................................................. 201
Table 9.1: means and standard deviation for the effect of chitosan concentration on polyester
samples .......................................................................................................................... 217
Table 9.2: ANOVA Table for the effect of chitosan concentration on the K/S values of PET
samples .......................................................................................................................... 218
Table 9.3: LSD differences at 95% confidence level between each set of chitosan
concentration ................................................................................................................. 218
Table 9.4: means and standard deviation for the effect of chitosan concentration on 50%
cotton - 50% PET samples ............................................................................................. 219
Table 9.5: ANOVA Table for the effect of chitosan concentration on the K/S values of 50%
cotton - 50% PET samples ............................................................................................. 220
19
Table 9.6: LSD differences at 95% confidence level between each set of chitosan
concentration ................................................................................................................. 220
Table 9.7: means and standard deviation for the effect of chitosan concentration on 65%
cotton - 35% PET samples ............................................................................................. 220
Table 9.8: ANOVA Table for the effect of chitosan concentration on the K/S values of 65%
cotton - 35% PET samples ............................................................................................. 221
Table 9.9: LSD differences at 95% confidence level between each set of chitosan
concentration ................................................................................................................. 222
Table 9.10: means and standard deviation for the effect of chitosan concentration on cotton
samples .......................................................................................................................... 222
Table 9.11: ANOVA Table for the effect of chitosan concentration on the K/S values of
cotton samples ............................................................................................................... 223
Table 9.12: LSD differences at 95% confidence level between each set of chitosan
concentration ................................................................................................................. 223
Table 9.13: means and standard deviation for the effect of chitosan fixation temperature on
PET samples .................................................................................................................. 224
Table 9.14: ANOVA Table for the effect of chitosan fixation temperature on the K/S values
of PET samples .............................................................................................................. 225
Table 9.15: LSD differences at 95% confidence level between each set of chitosan fixation
temperature .................................................................................................................... 225
Table 9.16: means and standard deviation for the effect of chitosan fixation temperature on
50% cotton - 50% PET samples .................................................................................... 226
Table 9.17: ANOVA Table for the effect of chitosan fixation temperature on the K/S values
of 50% cotton - 50% PET samples ............................................................................... 226
Table 9.18: LSD differences at 95% confidence level between each set of chitosan fixation
temperature .................................................................................................................... 227
Table 9.19: means and standard deviation for the effect of chitosan fixation temperature on
65% cotton - 35% PET samples .................................................................................... 227
Table 9.20: ANOVA Table for the effect of chitosan fixation temperature on the K/S values
of 65% cotton - 35% PET samples ............................................................................... 228
Table 9.21: LSD differences at 95% confidence level between each set of chitosan fixation
temperature .................................................................................................................... 228
Table 9.22: means and standard deviation for the effect of chitosan fixation temperature on
cotton samples ............................................................................................................... 229
Table 9.23: ANOVA Table for the effect of chitosan fixation temperature on the K/S values
of cotton samples ........................................................................................................... 230
Table 9.24: LSD differences at 95% confidence level between each set of chitosan fixation
temperature .................................................................................................................... 230
Table 9.25: means and standard deviation for the effect of chitosan fixation time on PET
samples .......................................................................................................................... 230
Table 9.26: ANOVA Table for the effect of chitosan fixation timee on the K/S values of PET
samples .......................................................................................................................... 231
Table 9.27: LSD differences at 95% confidence level between each set of chitosan fixation
time ................................................................................................................................ 231
20
Table 9.28: means and standard deviation for the effect of chitosan fixation time on 50%
cotton - 50% PET samples ............................................................................................. 232
Table 9.29: ANOVA Table for the effect of chitosan fixation timee on the K/S values of 50%
cotton - 50% PET samples ............................................................................................. 233
Table 9.30: LSD differences at 95% confidence level between each set of chitosan fixation
time ................................................................................................................................ 233
Table 9.31: means and standard deviation for the effect of chitosan fixation time on 65%
cotton - 35% PET samples ............................................................................................. 233
Table 9.32: ANOVA Table for the effect of chitosan fixation timee on the K/S values of 65%
cotton - 35% PET samples ............................................................................................. 234
Table 9.33: LSD differences at 95% confidence level between each set of chitosan fixation
time ................................................................................................................................ 234
Table 9.34: means and standard deviation for the effect of chitosan fixation time on cotton
samples .......................................................................................................................... 235
Table 9.35: ANOVA Table for the effect of chitosan fixation timee on the K/S values of
cotton samples .............................................................................................................. 236
Table 9.36: LSD differences at 95% confidence level between each set of chitosan fixation
time ................................................................................................................................ 236
Table 9.37: means and standard deviation for the effect of NaOH concentration on PET
samples .......................................................................................................................... 236
Table 9.38: ANOVA Table for the effect of NaOH concentration on the K/S values of PET
samples .......................................................................................................................... 237
Table 9.39: LSD differences at 95% confidence level between each set of NaOH
concentrations ................................................................................................................ 238
Table 9.40: means and standard deviation for the effect of NaOH concentration on 50%
cotton - 50% PET samples ............................................................................................. 238
Table 9.41: ANOVA Table for the effect of NaOH concentration on the K/S values of 50%
cotton - 50% PET samples ............................................................................................. 239
Table 9.42: LSD differences at 95% confidence level between each set of NaOH
concentrations ................................................................................................................ 239
Table 9.43: means and standard deviation for the effect of NaOH concentration on 65%
cotton - 35% PET samples ............................................................................................. 240
Table 9.44: ANOVA Table for the effect of NaOH concentration on the K/S values of 65%
cotton - 35% PET samples ............................................................................................. 241
Table 9.45: LSD differences at 95% confidence level between each set of NaOH
concentrations ................................................................................................................ 241
Table 10.1: means and standard deviation for the effect of NaOH concentration on PET
samples .......................................................................................................................... 242
Table 10.2: ANOVA Table for the effect of NaOH concentration on the K/S values of PET
samples .......................................................................................................................... 243
Table 10.3: LSD differences at 95% confidence level between each set of NaOH
concentrations ................................................................................................................ 243
Table 10.4: means and standard deviation for the effect of NaOH concentration on 50%
cotton - 50% PET samples ............................................................................................. 244
21
Table 10.5: ANOVA Table for the effect of NaOH concentration on the K/S values of 50%
cotton - 50% PET samples ............................................................................................. 245
Table 10.6: LSD differences at 95% confidence level between each set of NaOH
concentrations ................................................................................................................ 245
Table 10.7: means and standard deviation for the effect of NaOH concentration on 65%
cotton - 35% PET samples ............................................................................................. 245
Table 10.8: ANOVA Table for the effect of NaOH concentration on the K/S values of 65%
cotton - 35% PET samples ............................................................................................. 246
Table 10.9: LSD differences at 95% confidence level between each set of NaOH
concentrations ................................................................................................................ 246
Table 10.10: means and standard deviation for the effect of chitosan fixation temperature on
K/S values of PET samples ........................................................................................... 247
Table 10.11: ANOVA Table for the effect of chitosan fixation temperature on the K/S values
of PET samples .............................................................................................................. 248
Table 10.12: LSD differences at 95% confidence level between each set of chitosan fixation
temperature .................................................................................................................... 248
Table 10.13: means and standard deviation for the effect of chitosan fixation temperature on
K/S values of 50% cotton - 50% PET samples ............................................................. 249
Table 10.14: ANOVA Table for the effect of chitosan fixation temperature on the K/S values
of 50% cotton - 50% PET samples ................................................................................ 250
Table 10.15: LSD differences at 95% confidence level between each set of chitosan fixation
temperature .................................................................................................................... 250
Table 10.16: means and standard deviation for the effect of chitosan fixation temperature on
K/S values of 65% cotton - 35% PET samples ............................................................. 250
Table 10.17: ANOVA Table for the effect of chitosan fixation temperature on the K/S values
of 65% cotton - 35% PET samples ................................................................................ 251
Table 10.18: LSD differences at 95% confidence level between each set of chitosan fixation
temperature .................................................................................................................... 251
Table 10.19: means and standard deviation for the effect of chitosan fixation temperature on
K/S values of cotton samples ......................................................................................... 252
Table 10.20: ANOVA Table for the effect of chitosan fixation temperature on the K/S values
of cotton samples ........................................................................................................... 253
Table 10.21: LSD differences at 95% confidence level between each set of chitosan fixation
temperature .................................................................................................................... 253
Table 10.22: means and standard deviation for the effect of chitosan fixation time on K/S
values of PET samples ................................................................................................... 253
Table 10.23: ANOVA Table for the effect of chitosan fixation time on the K/S values of PET
samples .......................................................................................................................... 254
Table 10.24: LSD differences at 95% confidence level between each set of chitosan fixation
time ................................................................................................................................ 254
Table 10.25: means and standard deviation for the effect of chitosan fixation time on K/S
values of 50% cotton - 50% PET samples ..................................................................... 255
Table 10.26: ANOVA Table for the effect of chitosan fixation time on the K/S values of 50%
cotton - 50% PET samples ............................................................................................. 256
22
Table 10.27: LSD differences at 95% confidence level between each set of chitosan fixation
time ................................................................................................................................ 256
Table 10.28: means and standard deviation for the effect of chitosan fixation time on K/S
values of 65% cotton - 35% PET samples ..................................................................... 256
Table 10.29: ANOVA Table for the effect of chitosan fixation time on the K/S values of 50%
cotton - 50% PET samples ............................................................................................. 257
Table 10.30: LSD differences at 95% confidence level between each set of chitosan fixation
time ................................................................................................................................ 257
Table 10.31: means and standard deviation for the effect of chitosan fixation time on K/S
values of cotton samples ................................................................................................ 258
Table 10.32: ANOVA Table for the effect of chitosan fixation time on the K/S values of
cotton samples ............................................................................................................... 259
Table 10.33: LSD differences at 95% confidence level between each set of chitosan fixation
time ................................................................................................................................ 259
Table 10.34: means and standard deviation for the effect of chitosan concentration on K/S
values of PET samples ................................................................................................... 259
Table 10.35: ANOVA Table for the effect of chitosan concentration on the K/S values of
PET samples .................................................................................................................. 260
Table 10.36: LSD differences at 95% confidence level between each set of chitosan
concentrations ................................................................................................................ 260
Table 10.37: means and standard deviation for the effect of chitosan concentration on K/S
values of 50 % cotton - 50% PET samples .................................................................... 261
Table 10.38: ANOVA Table for the effect of chitosan concentration on the K/S values of 50
% cotton - 50% PET samples ........................................................................................ 262
Table 10.39: LSD differences at 95% confidence level between each set of chitosan
concentrations ................................................................................................................ 262
Table 10.40: means and standard deviation for the effect of chitosan concentration on K/S
values of 50 % cotton - 50% PET samples .................................................................... 262
Table 10.41: ANOVA Table for the effect of chitosan concentration on the K/S values of 65
% cotton - 35% PET samples ........................................................................................ 263
Table 10.42: LSD differences at 95% confidence level between each set of chitosan
concentrations ................................................................................................................ 263
Table 10.43: means and standard deviation for the effect of chitosan concentration on K/S
values of cotton samples ................................................................................................ 264
Table 10.44: ANOVA Table for the effect of chitosan concentration on the K/S values of
cotton samples ............................................................................................................... 265
Table 10.45: LSD differences at 95% confidence level between each set of chitosan
concentrations ................................................................................................................ 265
Table 11.1: means and standard deviation for the effect of chitosan fixation temperature on
K/S values of PET samples ........................................................................................... 267
Table 11.2: ANOVA Table for the effect of chitosan fixation temperature on the K/S values
of PET samples .............................................................................................................. 268
Table 11.3: LSD differences at 95% confidence level between each set of chitosan fixation
temperature .................................................................................................................... 268
23
Table 11.4: means and standard deviation for the effect of chitosan fixation temperature on
K/S values of 50 % cotton - 50% PET samples ............................................................ 269
Table 11.5: ANOVA Table for the effect of chitosan fixation temperature on the K/S values
of 50 % cotton - 50% PET samples ............................................................................... 270
Table 11.6: LSD differences at 95% confidence level between each set of chitosan fixation
temperature .................................................................................................................... 270
Table 11.7: means and standard deviation for the effect of chitosan fixation temperature on
K/S values of 65 % cotton - 35% PET samples ............................................................ 270
Table 11.8: ANOVA Table for the effect of chitosan fixation temperature on the K/S values
of 65 % cotton - 35% PET samples ............................................................................... 271
Table 11.9: LSD differences at 95% confidence level between each set of chitosan fixation
temperature .................................................................................................................... 271
Table 11.10: means and standard deviation for the effect of chitosan fixation time on K/S
values of PET samples ................................................................................................... 272
Table 11.11: ANOVA Table for the effect of chitosan fixation time on the K/S values of PET
samples .......................................................................................................................... 273
Table 11.12: LSD differences at 95% confidence level between each set of chitosan fixation
time ................................................................................................................................ 273
Table 11.13: means and standard deviation for the effect of chitosan fixation time on K/S
values of 50 % cotton - 50% PET samples .................................................................... 273
Table 11.14: ANOVA Table for the effect of chitosan fixation time on the K/S values of 50
% cotton - 50% PET samples ........................................................................................ 274
Table 11.15: LSD differences at 95% confidence level between each set of chitosan fixation
time ................................................................................................................................ 274
Table 11.16: means and standard deviation for the effect of chitosan fixation time on K/S
values of 65 % cotton - 35% PET samples .................................................................... 275
Table 11.17: ANOVA Table for the effect of chitosan fixation time on the K/S values of 65
% cotton - 35% PET samples ........................................................................................ 275
Table 11.18: LSD differences at 95% confidence level between each set of chitosan fixation
time ................................................................................................................................ 276
Table 11.19: means and standard deviation for the effect of chitosan fixation time on K/S
values of PET samples ................................................................................................... 276
Table 11.20: ANOVA Table for the effect of chitosan fixation time on the K/S values of PET
samples .......................................................................................................................... 277
Table 11.21: LSD differences at 95% confidence level between each set of NaOH
concentrations ................................................................................................................ 277
Table 11.22: means and standard deviation for the effect of chitosan fixation time on K/S
values of 50 % cotton - 50% PET samples .................................................................... 278
Table 11.23: ANOVA Table for the effect of chitosan fixation time on the K/S values of 50
% cotton - 50% PET samples ........................................................................................ 279
Table 11.24: LSD differences at 95% confidence level between each set of NaOH
concentrations ................................................................................................................ 279
Table 11.25: means and standard deviation for the effect of chitosan fixation time on K/S
values of 65 % cotton - 35% PET samples .................................................................... 279
24
Table 11.26: ANOVA Table for the effect of chitosan fixation time on the K/S values of 50
% cotton - 50% PET samples ........................................................................................ 280
Table 11.27: LSD differences at 95% confidence level between each set of NaOH
concentrations ................................................................................................................ 281
25
Abstract
This research investigated the possibility of improving the dyeability of fabrics made from
polyester and cotton by using chitosan surface treatments. A pad-cure-dye process was used
as this avoids using harmful chemicals and is cost effective.
The work was extended to study the application of chitosan on poly/cotton blended fabrics to
improve their dyeability and printability. The chitosan treatment used was a pad-cure-dye
process that enabled the dyeing of blended fabrics using one dye bath containing
commercially available acid dyes.
The research findings showed that it was possible to use a chitosan surface treatment to
improve the dyeability of polyester, cotton and poly/cotton blended fabrics using a single dye
bath technique in a cost effective and eco-friendly way.
After investigating the possibility of applying chitosan to improve the dyeability of the
studied fabrics, the work was extended to study the use of chitosan in the differential printing
of polyester, cotton and two sets of poly/cotton blends.
This was achieved by applying chitosan as a non-coloured paste to the fabrics. It was found
that areas treated with chitosan attracted more dyestuff than the rest of the untreated fabric.
Using this technique, a printed design of two shades was obtained using a single dye bath.
This technique would be useful when designing multi-shaded fabrics using one colour. This
also enables clothing and textile factories to quickly respond to market changes in one
season, i.e. a stock of printed textiles with clear chitosan could be prepared and stored to be
dyed with the required colour when stock is running low.
After demonstrating the possibility of dyeing polyester and poly/cotton blends with acid dyes,
the research studied the possibility of resist printing polyester and poly/cotton blended fabrics
using chitosan using commercially available acid dyes.
The findings provided great results indicating the possibility of resist printing polyester and
poly/cotton fabrics without the need of applying specially synthesized dyes or hazardous
chemicals.
26
Declaration
I certify that no portion of the work referred to in the thesis has been submitted in support of
an application for another degree or qualification of this or any other university or other
institute of learning.
27
Copyright Statement
i. The author of this thesis (including any appendices and/or schedules to this thesis) owns
certain copyright or related rights in it (the “Copyright”) and s/he has given The University of
Manchester certain rights to use such Copyright, including for administrative purposes.
ii. Copies of this thesis, either in full or in extracts and whether in hard or electronic copy,
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University’s policy on Presentation of Theses.
28
Acknowledgments
Love and praise be to God for helping and giving me the power and effort to complete this
work.
I would like to express my heartfelt gratitude to my supervisors Dr Huw Owens, and Prof.
Franz J Wortmann for their wide knowledge and logical way of thinking which have been of
a great value for me. Their understanding and guidance have provided a good basis for the
present study.
I would like to thank my sponsors, the Egyptian Ministry of Higher Education, the Egyptian
Cultural Bureau and the Missions Department in Egypt.
I would like to thank all the staff and colleagues at the University of Manchester for all the
help and assistance provided; you have made it an enjoyable journey for me.
I would like to thank my family who instilled within me a love of creative pursuits and thirst
for knowledge.
I would like to thank my husband for all the support and help he offered me, and for being
such a great partner, to all of them, thank you.
29
1. Chapter One: Introduction
This thesis discusses the possibility of using chitosan surface treatments to improve the
dyeability/printability of polyester and poly/cotton textile fabrics. The research is divided into
three parts.
The first part studies the use of chitosan treatments to improve the dyeability of polyester and
poly/cotton fabrics. It also investigates the use of commercially available acid dyes in the
dyeing of polyester, cotton, and their blends in an eco-friendly way.
A novel approach was investigated in the second part; which studies the creation of a new
technique for textile printing (differential printing). This technique relies on printing chitosan
on polyester, cotton, and poly/cotton blends and then dyeing them later. This technique
creates a two shaded design i.e. the chitosan print will attract more dye stuff than the rest of
the fabric making a two coloured shaded fabric at the same time whilst using only one single
bath.
The third part discusses the possibility of applying chitosan in order to resist print a
hydrophobic material, such as polyester, in an eco-friendly and cost effective way.
1.1. Aim of work
The textile industry generates a huge amount of dyes and axillaries every year, which
represents a great challenge on the environment. In addition the cost of using these chemicals
and the cost of removing them from the waste water afterwards inevitably affects the end
price of the product.
The United Kingdom textiles market grew by 6.3% in 2010 to reach a value of 33.5 billion
dollars. Apparel is the largest segment of the textiles market in the United Kingdom,
accounting for 36.7% of the market's total value (Datamonitor, 2011).
The manufacturing process to create a textile product may take a significant time from
designing the product, to producing a finished product on the shelves in the stores.
For the above reasons, the aims of this work include:
Finding a method that enables a swift response to market changes and fashion
changes during the same season.
Improving the dyeability and printability of several textile materials without the need
for traditional axillaries in the colouration process in a more economically and
ecofriendly method.
30
Using chitosan to enable polyester dyeing with commercially available acid dyes.
Using the padding process to improve the dyeability of cotton, polyester, and
cotton/polyester blends.
Using chitosan to produce differential printings on different textile materials.
Using chitosan to produce resist prints on PET fabric and its blends.
1.2. Thesis layout
1. Chapter one provides the introduction section which introduces an overview of the
work and the aims and objectives of this work
2. Chapter two is a review of the relevant literature in the area of investigation. It also
includes discussions of the existing body of work concerned with the application of
chitosan application methods in the textile industry and its use in improving the
physical and mechanical properties of textiles.
3. Chapter three provides an overview of the methodology used in this research.
4. Chapter four covers the using of the padding process to improve the dyeability of
cotton, polyester, and cotton/polyester blends. The experimental research conducted,
results and statistical analysis are also mentioned.
5. Chapter five covers the results and the statistical analysis for the differential printing of
cotton, polyester, and cotton/polyester blends with chitosan.
6. Chapter six explains a novel approach in resist printing polyester and polyester/cotton
blended fabrics. It also covers the results and the statistical analysis for using chitosan
in the resist printing of polyester and its blends.
7. Chapter seven presents the conclusions and the recommendations for further
investigation and future work.
31
2. Chapter Two: Literature review
2.1. Textiles
Textile fabrication is a very old craft recorded in myths and ancient stories. Textiles have
always been important to man, textiles were used as protection from the elements and for
decoration, they were also used as bags for transporting belongings and for gathering food
(Wilson, 2001).
A textile fibre is a long thin object with a high length to thickness ratio, and with a high
degree of flexibility. In addition it should be stable and has an acceptable level of strength,
and can be converted into yarns and fabrics (Gupta and Kothari, 1997).
2.2. Classification of fibres
Textile fibres are the basic element of fabrics and other textile structures (Houck, 2009).
Textile fibres can be classified as natural fibres and manufactured fibres. As this research will
study improving the printability of natural fibres i.e. cotton and manufactured fibres i.e.
polyester and their blends, a brief discussion of their properties is mentioned below.
2.2.1. Natural fibres
Natural fibres are made from plants (i.e. cotton, flax), animal (i.e. wool, silk) or mineral
origin or occur in nature (i.e. asbestos).
2.2.1.1. Cotton
Cotton is mainly cellulose, nearly 90% of cotton fibres is cellulose. The cellulose in cotton
fibres is of a high molecular weight and high crystallinity. This is why cotton is considered
the most versatile fibrous material of all (Gordon and Hsieh, 2006).
Cellulose as shown in figure 2.1 is a high molecular weight polysaccharide polymer that
consists of long chains of glucose units connected by b-1, 4; every glucose unit contains three
hydroxyl groups (Iqbal, 2008).
Figure 2.1: Chemical structure of cellulose (Iqbal, 2008)
32
The repeat unit of cellulose is Cellobiose which is made of two glucopyranose units. It is very
hard to precisely determine the degree of polymerisation (DP) of cotton, this is because of the
variation of cotton sources (Maher and Wardman, 2015).
A cotton fibre looks like a flat twisted ribbon that consists of one single cell closed from one
end and open from the other end where it was cut from the seed as shown in figure 2.2.
Figure 2.2: Scanning electron micrographs of raw cotton fibres (Maher and Wardman,
2015)
Glucose chains in cellulose connect together with hydrogen bonds between the hydroxyl
groups, this crystalline form gives cellulose the ability to absorb water without dissolving in
it. When wetted, the hydroxyl groups in cotton glucose chains form hydrogen bonds with
water (Broadbent et al., 2001).
2.2.1.2. Chemical properties of cotton
Dehydration
The immature cotton fibre is fully hydrated, and is in a cylindrical shape. When matured,
cotton fibres loose fluids, which causes the cylindrical shape of the fibres to collapse and
forms twists. Losing the intermolecular water within the fibre allows the cellulose chains to
get closer and form intermolecular hydrogen bonds. This effect is not reversible and changes
the fibre morphology forever (Hsieh, 2007).
33
Reaction with acids
Acids have a devastating effect on cotton. When treated with acids, cellulose polymer chain
splits in a hydrolysis reaction as explained next in figure 2.3.
Figure 2.3: Cotton reaction with acids (Maher and Wardman, 2015)
The polymer chain in cellulose immediately splits when treated with acids. This also means a
decrease of the degree of polymerization and tensile strength of cotton fibres (Maher and
Wardman, 2015).
Reaction with alkali
Alkalis can also affect cotton fibres, especially in high temperature. It can cause hydrolysis of
cellulose, which happens stepwise by the removal of the ends of the cellulose chains. That
mentioned, the most important effect of alkaline on cellulose is swelling. Known as
mercerisation, when cotton fibres are treated with alkaline solution, the diameter of the fibre
swells and the fibre shrinks. This effect is usually done to increase the dyeability and density
of the fibre (Maher and Wardman, 2015).
34
Oxidation
When cotton is treated with oxidising agents, the glucosidic repeating units start to oxidise.
Few reactions occur at this stage, the repeating glucosidic groups oxidises into an aldehyde
and then to a carboxylic acid. Also the glucosidic ring breaks between C-2 and C-3 and
between C-1 and the oxygen atom of the ring. The results of the oxidation of cotton are
shown in figure 2.4 (Maher and Wardman, 2015).
Figure 2.4: Oxidation of cotton (Maher and Wardman, 2015)
Effect of heat on cotton fibres
Cotton fibres are stable in temperature up to 150 °C, by increasing the temperature above 150
°C combined with moisture and atmospheric oxygen the glucosidic linkages break, leading to
the formation of hydrocelluloses and the reduction in the tensile strength of the cotton fibres.
This also means cotton turns yellow because the formation of aldehyde and carboxylic acid
groups. By increasing the temperature to 200 °C cotton fibres completely lose their tensile
strength (Maher and Wardman, 2015).
Reactivity of cotton fibres
Cotton reactivity is mainly because of the three hydroxyl groups present in the glucosidic
ring. They give cotton fibres the ability of attracting water and moisture because of the
hydrophilic nature of those hydroxyl groups. This is why these hydroxyl groups are usually
35
targeted in reactions to improve the dyeing and finishing ability of cotton. The primary
hydroxyl group has higher reactivity than the two secondary hydroxyl groups, and the
reactivity of those two hydroxyl groups is mainly dependant on the chemical compound they
are reacting with. In the application of reactive dyes, the main hydroxyl group in the
glucosidic ring of cotton is the group that react with the reactive dye (Maher and Wardman,
2015).
2.2.2. Manufactured fibres
Manufactured fibres are fibres produced from fibre-forming polymers which may be:
1. Modified or transformed natural polymers, i.e. rayon viscose;
2. Synthesised polymers, i.e. polyester and polyamide (Gupta and Kothari,
1997).
2.2.2.1. Polyester
Being the most popular synthetic fibre, polyester has been around for more than fifty years.
Despite having a number of drawbacks, it became the world’s bestselling synthetic fibre
because of its low cost and good properties. Nowadays many attempts have been made to
modify the fibre to overcome its drawbacks (Edwards et al., 2006).
Polyester also known as PET, with scientific name Poly(ethylene terephthalate), was first
discovered in 1941 in Accrington, UK laboratories of the Calico Printers Association
(Edwards et al., 2006).
PET is a linear homopolymer, produced by the polymerisation of terephthalic acid and
ethylene glycol (Edwards et al., 2006; Iqbal, 2008) .
Figure 2.5: Chemical structure of PET (Edwards et al.; 2006, Iqbal, 2008)
Polyester as shown in figure 2.5 is defined by the International Standards Organisation (ISO)
as a polymer comprising synthetic linear macromolecules having in the chain at least 85% of
an ester of a diol and terephthalic acid (Carothers, 1929; Gupta and Kothari, 1997; Houck,
2009).
n
36
2.2.2.2. Production of polyester
Polyester is produced by the reaction of terephthalic acid and ethylene glycol in the reaction
shown in figure 2.6 (Maher and Wardman, 2015).
Figure 2.6: Syntheses of polyethylene terephthalate (Maher and Wardman, 2015)
2.2.2.3. Chemical properties of polyester
Polyester is resistant to acids, except strong acids at high temperature but is more affected by
alkaline. Polyester is resistant to many solvents but dissolves in 3-methyl phenol,
trifluoroethanoic acid and 2-chlorophenol.
Hydrolysis
Polyester can be hydrolysed by acids and alkalis. When treated with either acids or alkalis
polyester depolymerises back to the building component of the polymer. This hydrolysis is
mainly dependant on the rate of diffusion of the acid or alkali into the fibre. In the case of
sodium hydroxide treatment of polyester, the rate of diffusion is slow and only the surface of
the fibre is affected (Maher and Wardman, 2015).
The hydrolysis process of polyester is essential to impart hydrophilic properties to the
polyester and make it possible to dye it with other dyes rather than disperse dyes. This
process has been widely studied especially alkaline hydrolyses of polyester with Sodium
hydroxide (Dave et al., 1987).
Alkaline hydrolysis of PET is usually carried out with the use of an aqueous alkaline solution
such as NaOH as shown in figure 2.7 (Al-Sabagh et al., 2016).
37
Figure 2.7: Alkaline hydrolysis of PET (Al-Sabagh et al., 2016)
Thermal and photo degradation
Polyester starts to degrade at 260°C, it degrades quite slowly in the absence of oxygen below
the melting point, but degrades quite rapidly above 300°C. Polyester possess a high resistance
to photodegradation by sunlight compared to other synthetic fibres (Maher and Wardman,
2015).
Of all the synthetic fibres, PET is one with the most compact and crystalline structures (Fité,
1995). Polyester is one of the most popular manmade fibres because polyester has excellent
properties such as (Wang et al., 2012) :
Dimensional stability;
wrinkle resistance;
chemical resistance;
quick-drying properties;
moderate biocompatibility;
the ability to blend with other natural fibres such as cotton and wool.
However, polyester exhibits some drawbacks such as (Wang et al., 2012):
High crystallinity;
low moisture regain;
low level of comfort;
static electricity problems due to its hydrophobic nature;
it also has no functional groups when compared with natural fibres, so it cannot
interact with anionic or cationic dyes (Ibrahim et al., 2013a; Raffaele-Addamo et al.,
2006).
2.2.2.4. Polyester surface treatments
Polymeric materials are used in various fields, so it is important to obtain a polymer that can
adhere or react with other substrates. Being a hydrophobic polymer, polyester is not able to
38
adhere to other materials so surface modification is required to promote its adhesion to other
materials (Sophonvachiraporn et al., 2011).
There are two approaches to polymer surface modification: physical modification and
chemical modification. The physical modification is the modification of the polymer’s
surface physically, such as blending with other polymers; while the chemical modification
relies on changing the chemical structure of the polymer surface by a chemical reaction, such
as grafting and crosslinking. In the polymer-based textile industry, chemical modification
processes have been preferably used (Sophonvachiraporn et al., 2011).
Several modification methods are used to modify the surface of polymeric materials such as
polyester. One of the most popular methods is the immersion in an aqueous alkaline solution
such as NaOH which is known as the alkaline hydrolysis of PET (Al-Sabagh et al., 2016).
Strong acid solution also could be used to modify the surface of polymeric materials such as
polyester, but using such strong chemicals has its drawbacks such as the need for complicated
technologies to control the reaction, also this modification requires the use of unfriendly
harsh chemicals which is not desirable (Popelka et al., 2012).
There is a high demand in the market for producing highly functional value added textiles.
Because of this, more and more researchers are focusing on adding functionality and
hydrophilicity properties to synthetic fibres such as polyester. This is usually done by the
treatment of the synthetic fibres with a high functional substrate such as chitosan (Abdel-
Halim et al., 2010).
Chitosan has a high surface area which cause it to be highly active substrate that has a high
ability to react with textile fabrics (Ali et al., 2011). The application of chitosan to the surface
of textile fabrics to improve their qualities is heavily studied on natural fabrics especially
cotton, but there is lack of research in the application of chitosan to synthetic fabrics (Joshi et
al., 2009).
2.3. Colouration
2.3.1. What is colour and how do we see it?
Colour vision starts when the back of the eyeball (the retina) absorbs light, transmits it
through nerve impulses, and the brain interprets it as a colour. Basically what determine the
colour of an object is that when this object is subjected to light, it selectively absorbs part of
39
this light and reflects the remaining light into the observer’s eye. This is what is interpreted as
colour, which depends mainly on three factors: the eye of the person, the light, and the object.
Describing colour is usually done by the use of expressions like hue, saturation and lightness.
Hue is the actual colour (red, yellow, blue), saturation is how this colour differentiates from
grey i.e. dull or vivid, and lightness is the amount of light reflected in this colour i.e. light or
dark (Broadbent et al., 2001).
2.3.2. Colour measurements
Colour measurement is a numerical description of a colour. It is an essential tool in textile
dyeing. It is used for colour matching samples and determining the colour difference between
samples. Textile fabrics vary in texture and colour which would definitely affect the colour
measurements of a dyed textile fabric. Therefore, to measure the colour of a production,
several samples are taken from different parts of the batch and several readings are taken of
each sample. This way an average reading could be taken to make sure that nothing affected
this reading like an unlevelled dyeing. It is also important to make sure that the sample is
dense enough that no light transmits through the sample and reflects back from the surface of
the sample holder.
The colour measurement tool is called reflectance spectrophotometer. In most reflectance
spectrophotometers the colour is measured by measuring the light reflecting off the sample at
different wavelengths. There are many different types of spectrophotometer which may have
continuous or pulsed light sources, and different angles for the beams which could be double
or single beam.
As shown in figure 2.8 in a double beam reflection spectrophotometers which feature an
integrating sphere, the interior wall of the sphere is coated with a highly reflecting white
paint. When measuring a sample, the sample gets placed against a small opening in the
sphere. A light source beams a white light into the sphere, which reflects on the reflective
wall of the sphere onto the sample. The reflected light of the sample falls onto a diffraction
grating which disperses it into a detector to measure it at different wavelengths (Broadbent et
al., 2001).
40
Figure 2.8: A double beam reflection spectrophotometers (Broadbent et al., 2001)
2.4. Textile colouration
Textile colouration involves dyeing or printing of textile materials, as dyeing and printing
processes are being studied in this research, a brief description of them is detailed below.
2.4.1. Textile dyeing
The objective of dyeing is to colour the entire material so that the dye has completely
penetrated into the fibres and the surface has a completely uniform colour (Broadbent et al.,
2001).
Dyeing is a two-step process; the first step involves the attraction of dye particles from the
dyeing solution or the print paste to the substrate surface. The second step is the diffusion of
the dye particles within the substrate from one point to another, while printing is to
selectively colour selected areas (Ingamells, 1993).
Ancient Egyptians had coloured fabrics as early as 2500 B.C., this is likely to be the source of
the process that spread to the rest of the world. Colouring materials were originally extracted
from plants (roots, leaves, fruits, flowers, and seeds) and from animals (insects and shellfish)
and this practice continued until the nineteenth century (Dawson and Hawkyard, 2000).
2.4.2. Textile printing
Textile printing is an ancient art which started way back in time. Evidence of the existence of
textile printing has been excavated in Upper Egypt. As a proof of the use of printed textiles,
excavation has unearthed fragments of printed garments along with curved wooden blocks
used in the printing process. In the 18th
century the textile printing industry started to revive
41
specially in Lancashire, UK, by the use of hand block printing from about 1760, and
engraved copper roller printing in 1790 (Dawson and Hawkyard, 2000).
The textile industry and especially textile printing grew rapidly in Lancashire, UK, from 1790
until the First World War. After that, the industry had a recession until after the Second
World War. In this period advanced technologies broke out like screen printing and the
invention of new materials like polyester and new dyes like reactive and disperse dyes. In this
period the textile printing process changed from an expensive art to a scientific and
technologically calculated process (Dawson and Hawkyard, 2000).
2.4.2.1. Textile printing styles
Direct printing
Printing is localised dyeing; printed fabrics could be produced by the same technique used to
produce plain dyed fabrics using the same dye fixation mechanism (Miles and Leslie, 2010).
Today the most widely used colorant in textile direct printing is pigment, that is because it is
a simple and low cost technique and it does not require a lot of equipment (Dawson and
Hawkyard, 2000), as shown in table 2.1.
Table 2.1. Market shares between pigments and reactive dyes (Dawson and Hawkyard,
2000)
Market share (%)
Market area Pigment Reactive
North America 80 20
South America 65 35
Europe 50 50
Mid/Far East 33 67
World wide 64 36
Discharge printing
Discharge printing is when a fabric is dyed with a solid colour dye that could be discharged
later by printing a chemical that can destroy the dye in the printed area during steaming. This
42
would form a white design and a coloured ground. Some techniques use a paste containing
dyes that are resistant to the discharging chemicals in the printing paste. This would result in
colouring the discharged area which called coloured discharge (Clarke, 2013; Broadbent et
al., 2001).
Resist printing
Resist printing is used to prevent the dye absorption on the fabric, this is done by blocking the
fabric from dye penetration or fixation. This process is done by printing the resist agent and
then dyeing the fabric, the result would be a white design on a coloured fabric (Ingamells,
1993; Broadbent et al., 2001).
2.5. Textile colourants
2.5.1. Pigments
Since 1960 pigments have been the largest colorant group for textile prints and form more
than 50% of the textile printing production. Pigments are insoluble colourants which means
they have no affinity to fibres and are usually fixed on textile materials using binders. This
explains why pigments are not considered to be dyes. Pigments are so widely used because of
the cost efficiency and simplicity (Miles and Leslie, 2010).
The quality of printed textiles depends on three factors: the type of binder used, the pigment
dispersion and the thickener used to give the printing paste the required rheology (Miles and
Leslie, 2010).
2.5.2. Textile dyes
Since the beginning of the textile industry there have been dyes driven from natural sources
to be used as dyes for fabrics. In modern times the most important discovery in textile
colouration history is the invention of synthetic dyes in 1856. Since then thousands of dyes
have been made (Broadbent et al., 2001).
2.5.2.1. Acid dyes
Acids dyes also known as mordant dyes are usually used to dye protienic fibres and
polyamides. The name acid dyes is derived from the used of strong acid in the dye path. Acid
dyes are usually sodium salts of sulfonic acids or carboxylic acids, they anionise in aqueous
solutions. That is why acid dyes are suitable for dyeing substrates with cationic sites such as
wool, silk and nylon. When these fibres absorb the acid, the acid protonates the amino groups
43
in the fibre making it cationic, this in return facilitates the bonding between the cationic fibre
and the anionised dye in the dye path as explained in figure 2.9 (Broadbent et al., 2001).
Acid dyes’ molecular weight ranges between 300 and 1000 g/mol some dyes have larger
molecules with a slower diffusion in the fibre and less levelness. Acid dyes are available as
powder, grains, liquids, and in fine dispersions for the less soluble types (Broadbent et al.,
2001).
Figure 2.9: Reaction between a cationic fibre and the acid dye (Broadbent et al., 2001)
2.5.2.2. Acid dyes classification
There are different classifications for acid dyes; one of them is according to their chemical
structure. In this classification acid dyes are divided into azo; anthraquinone;
triphenylmethane; pyrazolone; azine; nitro; and quinoline. The most used group of acid dyes
is azo dyes followed by anthraquinone (Iqbal, 2008).
Acid dyes are classified into four categories according to their dyeing characteristics:
level dyeing or equalising dyes;
fast acid dyes;
milling acid dyes;
super-milling acid dyes.
Levelling acid dyes
Levelling acid dyes are acid dyes that have a high levelness and brighter colours than other
acid dyes. It requires the use of strong acids to achieve good exhaustion. They also have high
migration ability which probably is the reason that these dyes have poor washing and light
fastness. Levelling acid dyes are most importantly water soluble dyes because of the
relatively small molecular size, this gives them the ability to penetrate twisted yarns and
tightly woven fabrics (Clark, 2011).
Fast acid dyes
These dyes are usually monosulfonated dyes, they have higher molecular weight than
levelling acid dyes, they are usually used when levelled dyeing is required with good washing
and perspiration fastness (Clark, 2011).
44
Milling acid dyes
Milling acid dyes are dyes that have good fastness to milling: weak alkaline treatment of
wool to produce a felting effect. Milling dyes have higher molecular weight than levelling
and fast acid dyes, they also have fewer sulfonate groups and that is why they also have lower
water solubility. Milling dyes tend to collide together even in boiling water. Milling acid dyes
give good washing fastness because of their poor migration properties. The dye bath starts by
gradually increasing the temperature and then lowering the pH by adding acetic acid
gradually (Clark, 2011).
Super-milling acid dyes
Super milling acid dyes are similar to milling dyes but more hydrophobic due to having long
chain alkyl groups. They have very good light fastness and good washing fastness. Super
milling and milling acid dyes have very rapid absorption and they do not have good
migration causing unlevelled dyeing, that is why they are mainly used for dyeing yarns
before weaving when they will be subjected to milling later. Like milling dyes, the super
milling dye bath starts by gradually increasing the temperature, then gradually lowering the
pH (Clark, 2011).
2.5.2.3. Dyeing process of acid dyes
Acid dyeing is very difficult to perform as it is influenced by several parameters:
Dyestuff selection
The selection of a dye depends on several factors i.e. the end use of the fabric to be dyed and
the required properties i.e. washing fastness in the case of wearable garments or light fastness
in the case of furnishing or automobile trimming. In some cases the selection of dyes used
would also be affected by the count and the twist of the yarn (Iqbal, 2008).
The dyeing pH
One of the most important factors in the acid dyeing process is the pH. That is because low
pH of 3 to 3.5 activates the NH2 groups allowing them to react with the ionised dye particles
resulting in rapid exhaustion of the dye (Iqbal, 2008).
The dyeing temperature
In acid dyes the dye path temperature should be close to the boiling temperature. Higher
temperatures result in better dyeing, levelling, and migration properties. The rate of
temperature increase is also very important in the dye exhaustion, some dyes start exhaustion
at 25-35° C, others start at 50-65° C, so it is really important to know the dyeing temperature
and the rate of temperature increase when dyeing with acid dyes (Iqbal, 2008).
45
The dyeing time
Dyeing time is a really an important factor in the dyeing process. It is also considered a cost
efficient factor that affects the final cost of the dyed fabric. A common practice is to get a
sample at the time of 40-45 minutes after boiling, if the result is satisfactory then the dyeing
process should be stopped, if not the dyeing process should continue for 10-20 minutes more
(Iqbal, 2008).
Type and quantity of auxiliaries
Some acid dyes require the use of auxiliaries to assist the dyeing process. Mainly they are
used to increase the levelling properties of the dye. This is done by slowing down the
exhaustion process, thus achieving levelness. In nylon dyeing, anionic auxiliaries are used in
the dye bath to block the dye active site temporarily hence slowing down the dye exhaustion
and forming a levelled dyed fabric. (Iqbal, 2008)
Nonionic auxiliaries have affinity to both the fabric and the dye; they block the active sites in
the fabric while forming a complex with the dye which slows down the exhaustion giving
levelled dyeing (Iqbal, 2008).
2.5.3. Colouring polyester
Polyester fibres are very popular synthetic fibres with a global market value of 18 million
dollars in year 2000. The popularity of polyester is due to the fact it is a cheap, easy to make,
strong, lightweight fibre, it also has an excellent wrinkle resistance, and good wash and wear
properties (Abdel-Halim et al., 2010).
Other sub products of polyester are also used widely in the carpet industry and in medical
fields. It is reasonable to think that the production of polyester will only increase in the future
(Abdel-Halim et al., 2010).
Recently there is special attention being paid to the surface treatment of polyester in order to
improve its dye uptake. One of these surface treatment is chitosan treatment, as chitosan is
widely used due to its polyamine character, biocompatibility, biodegradability, non-toxicity
and availability (Ibrahim et al., 2013a; Choudhury, 2006).
2.6. Chitosan
Chitosan which consists mainly of chitin [poly-(1-4)-N-acetyl-d-glucosamine] is one of the
most important natural polysaccharides. Its global production is estimated to be
approximately 5.118×106 tonnes annually (Anand et al., 2006).
46
Chitin is the main component in the shells of crustaceans such as shrimps, crabs, and lobsters
figure 2.10. It can be extracted also from some insects’ exoskeletons and from the cell wall of
some fungus (Navard, 2013; Rinaudo, 2006).
Figure 2.10: Crustacean sources of chitin
Chitin could be easily obtained from crab or shrimp shells by the removal of proteins and the
dissolution of calcium carbonate which is present in crab shells in high concentrations. The
resulting chitin is then deacetylated (- CH3COONa) in 40% sodium hydroxide at 1208 o C for
1–3 hours. This process produces 70% deacetylated chitosan, this reaction is illustrated in
figure 2.11 (Ravi Kumar, 2000).
Figure 2.11: The deacetylation of chitin (Ravi Kumar, 2000)
The chemical structure of chitin is similar to that of cellulose in many aspects, with the
exception of an acetamide group attached to the C-2 position instead of the hydroxyl group in
the case of cellulose. It is possible to obtain chitosan (which is the most important chitin
derivative) by partial deacetylation of chitin with alkali.
Chitosan is a linear polysaccharide built of β-(1-4)-2-aminodeoxy- d-glucopyranose units
and its idealised structure is similar to that of cellulose, as shown in figure. 2.12.
47
Figure 2.12: Chemical structure of chitosan
Chitosan is soluble contrarily to chitin which is not soluble; it is usually produced by grinding
crustaceans’ shells, washing the powdered shells in alkali and acid to remove the proteins and
minerals residues, and eventually deacetylation, which is treating with sodium hydroxide at
raised temperature (Anand et al., 2006; Singla and Chawla, 2001).
Chitin is insoluble in most organic solvents; on the contrary chitosan is soluble in acidic
solutions below pH 6.0. This is mainly because of the presence of the amino groups which
means that the pH change could substantially alter the charged state and properties of
chitosan (Yi et al., 2005).
At low pH, the amine groups get protonated and become positively charged and that makes
chitosan water-soluble (Pillai et al., 2009). This reaction is illustrated in figure 2.13.
Figure 2.13: Chitosan dissolution in acetic acid (Zhang et al., 2015)
It has been established by a number of researchers that chitosan has desirable properties such
as biodegradability, biocompatibility, antimicrobial activity, and nontoxicity source.
Therefore chitosan is used in several fields such as pharmaceutical and medical applications,
paper production, wastewater treatment, biotechnology, cosmetics, food processing and in the
agriculture industry as well (Hudson and Smith, 1998).
48
Chitosan is used to enhance the properties of several materials used within the textile industry
(Anand et al., 2006). It has been reported that chitosan could be used in textile finishes to
improve fabric dyeability and to add antimicrobial properties for textiles (Alonso et al., 2009;
Dev et al., 2009; Jocic et al., 2005; Lim and Hudson, 2004b; Abdel-Halim et al., 2010).
Although there is a significant volume of literature on the use of chitosan in antimicrobial
textiles, where chitosan has been used for coating or finishing (Joshi et al., 2009), there has
been no systematic research carried out on the characterisation and the application of chitosan
on polyester substrates to provide enhanced colouration properties (Ali et al., 2011).
2.6.1. The use of chitosan in colouration of different textile materials
2.6.1.1. Colouration of polyester with chitosan
Polyester fibres are hydrophobic and swell in water to a very small extent, which means that
polyester fibres have a fair affinity for dyestuff molecules. Also the lack of active groups on
the fabric surface contributes to the dyeing behaviour of polyester. It makes it impossible to
apply most dyestuffs apart from disperse dyes. Disperse dyes are dyes which are essentially
insoluble in water. They do however possess affinity for hydrophobic fibres such as
polyester, in which they are quite soluble (Iqbal, 2008).
The process of dyeing polyester fibres with disperse dyes is temperature dependent. As the
temperature rises, a small amount of the dye dissolves in water. Thermal motion of polymer
segments in the amorphous regions at temperatures above Tg allows dye molecules to
migrate inside the fibre, then when the temperature drops the dye molecules become trapped
inside the fibre (Broadbent et al., 2001).
Disperse dyeing is a chemical and energy rich process; environmental concerns and finding
solutions for the difficulties facing the industry in this field draw more attention to improving
the dyeability of synthetic fabrics (Broadbent et al., 2001).
In order to dye polyester in dark shades, auxiliaries and other synthetic chemicals are used in
the dye bath. These auxiliaries can be harmful to human skin and to the environment. They
may also reduce colour fastness to light (Walawska et al., 2003).
Natural polymers such as chitosan have many valuable properties such as biodegradability,
low toxicity, and thickening power, thus there is an increased attention to natural polymers
(Manyukova and Safonov, 2009).
49
Lately there have been intensive studies in the field of chitosan application in the textile
industry. It has been found that chitosan could be used as a dye fixing agent to improve the
fastness properties (Chattopadhyaya and Inamdarb, 2013).
Chitosan can easily absorb anionic dyes such as direct, acid, and reactive dyes by electrostatic
attraction due to its cationic nature in an acidic condition (Zhang and Zhang, 2010). The
modification of the fabric surface and the introduction of free amino groups of chitosan onto
the treated fabrics increase the cationicity of the surface, hence enhancing the electrostatic
attraction between the negatively charged groups of dye molecules and protonated amino
groups of the pretreated substrates and/or changing the hydrophobicity/hydrophilicity ratio
due to crosslinking, a phenomenon that increases the affinity for disperse dyes (Ibrahim et al.,
2013a; Ali et al., 2011).
In this study it is intended to investigate the use of chitosan to improve textile dyeability and
printability.
2.6.1.2. Coloration of cotton fabrics with chitosan
Cotton is a natural cellulosic fibre. It builds up negative charges on its surface when
immersed in water, resulting in an inverse effect on exhaustion of anionic dyes. When treated
with chitosan, cotton fibres form cross linking with chitosan resulting in positive active sites
on the fibre surface. As a result, anionic dyes such as direct, acid and reactive dyes can easily
be adsorbed by electrostatic attraction due to the created cationic groups on the fibre surface
(Bhuiyan et al., 2014).
2.7. Previous publications in chitosan treatments of textile fabrics
There has been limited interest in the surface functionalisation of textile fabrics. The number
of treatments that are durable and eco-friendly are even fewer. In this century more focus is
drawn to textile surfaces’ functionalisation using durable and eco-friendly methods. One of
the methods with high potential is that of chitosan treatment.
Depending on the fabric dye, and on what function is desired, chitosan has been used by
several researchers. Most of the research has focused on cotton and wool to promote
antistatic or antimicrobial properties, or even in some cases to improve dyeability. In the case
of polyester the work is even less. Most of the work done aimed at antistatic finishes, and
very little work has been done on the improvement of the dyeability of textile fabrics. The
published work on textile fabrics modification with chitosan will be reviewed below.
50
2.8. Chitosan treatments on cotton
2.8.1. Chitosan treatments to improve antimicrobial properties
Most of the research done on the use of chitosan as an antimicrobial finish , have been
performed on cotton. The biggest obstacle in using chitosan as an antimicrobial agent for
cotton is that of durability (Lim and Hudson, 2003).
Recently, to improve durability, chitosan has been cross-linked to cotton using some
chemicals such as dimethyloldihydroxyethyleneurea (DMDHEU), citric acid, 1,2,3,4-
butanetetracarboxylic acid (BTCA) or glutaric dialdehyde (El-tahlawy et al., 2005; Zhang et
al., 2003; Lee et al., 1999; Chung et al., 1998).
Those chemicals form a cross linking hydroxyl bond between the chitosan and cotton, and
hence provide an antimicrobial finish that is durable for up to 50 wash cycles (Ye et al.,
2005; Ye et al., 2006).
Sang-Hoon Lim et al. created a chitosan derivative, O-acrylamidomethyl-N-[(2-hydroxy-3-
trimethylammonium)propyl] chitosan chloride (NMA-HTCC) which was applied to cotton
fabrics in the presence of an alkaline catalyst. The antimicrobial activities of the NMA-HTCC
treated cotton fabrics were evaluated, the cotton treated with NMA-HTCC at a concentration
of 1% to the weight of fabric showed 100% of bacterial reduction. The activity was
maintained at over 99% even after being exposed to 50 consecutive home laundering
conditions (Lim and Hudson, 2004a).
Shin et al studied the effect of the molecular weight of chitosan on the antimicrobial activity;
this was investigated using three groups of chitosan with different molecular weights (MW)
(1800, 100,000 and 210,000) and similar degrees of deacetylation (86–89%). It was found
that the bacterial reduction rate increased as the MW increased. The MW effect on the
antimicrobial activity of chitosan was more distinctive at low treatment concentrations.
Regardless of the MW, the antimicrobial activity increased with the increase of treatment
concentration, and chitosan with high molecular weight was more effective in inhibiting
bacterial growth than chitosan with low molecular weight (Shin et al., 2001).
Knittel and Schollmeyer studied the permanent fixation of chitosan on cotton surfaces and on
synthetic fibres. In the case of polyester two strategies were followed, the first strategy was
surface-modifying of polyester with dodecylamine to create amino groups on the surface of
51
the polyester. After that they treated the pretreated polyester with chitosan solutions using
anchor chemicals like hydroxydichlorotriazine.
The second way was to modify the chitosan biopolymers with long alkyl chains (n-hexanal)
and fixing this derivative on PET. The antimicrobial activity of those finished textiles has
been determined against some selected bacteria and fungi. It was observed that chitosan
imparts antimicrobial activity to cotton fabrics even when tested under nearly neutral pH
conditions. The finish was durable because of chemical bonding (Knittel and Schollmeyer,
2006).
Chitosan cross-linked cellulose fibres were prepared using non-toxic procedures. Citric acid
was used as the cross-linker with NaH2PO4 as a catalyst in previously UV-irradiated cellulose
fibres. Further heat dried cure processing and washing with detergent, water and acetic acid
(0.1 M) gave a maximum incorporation of chitosan of 27 mg per gram of functionalised
textile. The UV-irradiation induced morphological changes, such as less entangled cellulose
fibres, as observed by scanning electron microscopy, which was prompted to enhance the
chitosan incorporation (Alonso et al., 2009).
Chitosan was used by Chung et al, as an antimicrobial and durable press for cotton. They
used chitosan with citric acid which reacted with the hydroxyl groups in cellulose or cotton
and also formed ester linkage with the amino groups of chitosan. Those kinds of reactions
resulted in durable finishes for cotton. They found that the treatment improved the
antimicrobial properties and the press appearance which was sustained for 20 washes (Chung
et al., 1998).
Lee et al, used chitosan with fluoropolymers to treat samples of 100 % cotton and 55/45 %
wool/polyester with pad-cure and pad-dry-cure methods in order to study their effect on the
microbial properties and the blood repellence properties of these fabrics. Samples showed
reduced microbial activity in the treated samples with chitosan compared with the untreated
samples. The samples treated with chitosan and fluoropolymers showed a durable
antimicrobial finish that was sustained for several washes (Lee et al., 1999).
Öktem treated cotton and polyester/cotton samples with chitosan or chitosan/DMDHEU to
study the treatment effect on the samples’ antimicrobial activity. Another approach within the
study was to dye fabric samples produced from mature and immature cotton fibres and
studying the effect of chitosan or chitosan/DMDHEU treatments on the samples’ dyeability,
and surface morphology (Öktem, 2003).
52
The study showed sufficient and durable antimicrobial effects with the chitosan/DMDHEU
treatment. It also showed improvement in the colour yield of dyed immature cotton fabrics
compared to the mature ones. Scanning electron microscopy (SEM) showed some changes in
the morphology of the chitosan/ DMDHEU treated samples compared to untreated samples as
shown in figures 2.14 and 2.15. Treated samples had a smoother surface than untreated
samples which clearly can affect the samples’ handle (Öktem, 2003).
Figure 2.14: SEM of untreated cotton fibres Figure 2.15: SEM of chitosan/DMDHEU
treated cotton fibres
Teli et al extracted chitosan from shrimp shells, and used it with DMDHEU and other
chemicals as finishing formulations to impart several characteristics such as wrinkle
reduction, antibacterial and flame retardant properties. Physical properties for the treated
samples such as tensile strength, bending length, yellowness index and functional properties
like crease recovery angle, antibacterial activity and flame retardncy were evaluated as well.
The finished fabric showed excellent crease recovery, antibacterial properties and flame
retardancy which were durable even after 20 washes (Teli et al., 2013).
Ferrero et al. studied the treatment of cotton samples with chitosan with UV fixation process.
The research team divided the experiment into two parts, the first part was the laboratory
experiments to determine the optimum conditions for the experiment. The second part was a
semi-industrial trial where larger samples were treated with a commercial chitosan solution
and then UV cured to study the possibility of industrial scale use of the results. The research
revealed a better antibacterial properties of the cotton samples pretreated with chitosan and
UV cured (Ferrero et al., 2015).
This antibacterial properties where tested after up to 30 washing cycles with remarkable
results. They also found that in the laboratory scale experiment they had to dry the chitosan
53
treated samples before the UV curing in order to get a satisfactory results (Ferrero et al.,
2015).
On the contrary in the industrial scale pretreated cotton samples could be wet UV cured and
yet give great results. It was found that by using chitosan by 0.3% of fabric weight in the
industrial experiment, they were able to achieve a remarkable antibacterial properties on the
cotton that lasted for 30 cycle without compromising the fabric properties such as the handle
and the breathability (Ferrero et al., 2015).
2.8.2. Chitosan treatments to improve mechanical properties
Kuo-Shien Huang & al. degraded chitosan to low molecular-weight chitosan with H2O2 and
then used the combination of low molecular-weight chitosan and DDHEU as a finishing
agent for cotton fabrics. They concluded that the crease recovery angle and the treated fabric
strength were better than the untreated samples, and also that the yellowing index and
softness decreased (Huang et al., 2008).
The anti-wrinkle property of the treated samples was decreased after washing 20 times, the
softness of the fabric was improved, and after the wash treatment the strength of the fabric
decreased slightly (Huang et al., 2008).
Strnad et al studied which pre-treatment of cotton fibres is more suitable for an after
treatment with chitosan from the mechanical and sorption properties point of view. They
treated the cotton fibres with different pre-treatments i.e. alkali treatment, bleaching,
demineralisation, and oxidisation using KIO4 solutions. The results showed that even the mild
oxidation worsen the mechanical properties for cotton fibres, while the cotton oxidisation
with chitosan treatment didn’t make any difference to the breaking point and elongation
(Strnad et al., 2008).
Chitosan treatment also increased the moisture absorption of the treated cotton fibres. They
also found that depending on the molecular weight of the chitosan used, the contact angle
with water changed. The hydrophilicity of the treated fibres increased with the chitosan with
lower molecular weight, but chitosan with higher molecular weight decreased it (Strnad et al.,
2008).
54
2.8.3. Chitosan treatments to improve dyeability
Mehta and Combs studied the use of chitosan after treatment to cover the undyed neps of
immature cotton in fabrics that had been already dyed. Pre-dyed samples also containing
white neps of immature cotton were treated with different concentrations of chitosan by an
exhaust or a pad-batch method and then re-dyed using either a fresh dye bath or the spent dye
bath.
Mehta and Combs found that the optimum concentration in the exhaust method was 0.6% of
fabric weight, and 0.8% chitosan in the pad-batch process. They also found that nep coverage
improved the quality of the dyed fabrics (Mehta and Combs, 1997).
Similarly cotton samples were treated with different concentrations of chitosan using various
application techniques i.e. exhaustion, pad-dry, pad-batch, pad-steam and pad-dry steam, in
order to study the effect of chitosan treatment on the dyeability behaviour of cotton fabrics
(Houshyar and Amirshahi, 2002).
It was found that the best treatment technique was the pad-dry method; the chitosan treatment
increases the exhaustion of reactive dyes, and the samples dyed immediately after chitosan
treatment exhibited higher colour strength than those kept for 48 hours before dyeing. A
slight reduction in the light and wash fastness in the treated samples were also observed
(Houshyar and Amirshahi, 2002).
In a parallel study, cotton fabrics were treated with a mixture of chitosan with different
molecular weight and 4,5-dihydroxy-1,3-dimethyl-2-imidazolidinone (DHDMI) to
investigate the effect of molecular weights of chitosan on the dyeability of treated fabrics.
The results showed that chitosan improved the dye uptake of direct and acid dyes. The dye
uptake increased with the increase of the molecular weight of chitosan (Shin and Yoo, 1998).
In the case of reactive dyes, the uptake increased slightly in the alkaline condition as the
molecular weight of chitosan decreased. The uptake of direct and acid dyes increased as the
molecular weight of chitosan increased. It was found that chitosan treatment did not affect the
colourfastness to washing, but slightly decreased the colourfastness to wet crocking, it also
affected other properties of treated fabric, i.e. it resulted in lower wrinkle recovery, stiffer
handle, and higher breaking strength as the molecular weight of chitosan increased (Shin and
Yoo, 1998).
55
In another attempt chitosan was used as a fixing agent on cotton fabrics for the natural dye
Annatto. Jajpura looked at the effect of applying chitosan on cotton to improve fixation of the
natural dye Annatto and fastness properties of the dyed cotton samples. He also studied the
effect of using chitosan before, during and post the dyeing process to find the best method for
using chitosan as a mordant for the natural dye Annatto (Jajpura, 2016).
After accessing the colour values and colour fastness of the dyed samples, the results showed
improvement in the colour yield and the fastness properties of the dyed cotton samples when
using chitosan as mordant before and after the dyeing process. Also improvement of the
antibacterial properties and the tensile strength was noticed (Jajpura, 2016)
Bhuiyan et al., used chitosan treatment in dyeing cotton with reactive dyes in order to reduce
the use of electrolytes. The aim was to have a salt free dyeing of cotton since waste water
from the dyeing process forms a huge environmental risk and water treatment would add to
the cost (Bhuiyan et al., 2014).
Samples were treated with chitosan solution at 60 °C for 60 minutes before dyeing in a
reactive dye bath without the use of electrolytes. They noticed increase in the dye exhaustion
after treating them with chitosan. They also found that by increasing the chitosan
concentration in the pre-treatment, the absorption of the dye significantly increased. They
explained that chitosan treatment of cotton samples increased the cationic sites on the fibre,
which would increase the fabric absorption of reactive dye. They concluded that the chitosan
pretreated samples gave similar or higher K/S values and fastness properties to those dyed
with salt (Bhuiyan et al., 2014).
Hao et al., used chitosan in the bonding of a synthesized anionic nano-pigment on the surface
of cotton fabrics. After treating cotton samples with different concentrations of chitosan,
samples were dyed in a dye bath containing the synthesised anionic pigment at 60 °C for 60
minutes (Hao et al., 2017).
From the results it was noticed that chitosan could be used as a binding agent to bind
synthesized anionic pigment due to the interaction of amino groups in chitosan with the
anionic nano-pigment. They also found that the pH affects the colour strength of the dyed
samples, by reducing the pH the K/S value was increased to 4 (Hao et al., 2017).
Kittinaovarat studied the use of chitosan to improve the dye absorbance of cotton fabrics,
results concluded that the cotton fabrics treated with chitosan had better depth of shade
compared to the untreated fabrics; this could be contributed to chitosan creating more active
56
sites on the treated fabric surface which increased interaction with dye molecules, which
subsequently led to better depth of shade. The chitosan treated fabrics also exhibited better
washing and light fastness than the untreated ones (Kittinaovarat, 2004).
2.8.4. Chitosan treatments to improve textile printability
Hakeim et al, prepared different molecular weights of chitosan products by treating chitosan
with sodium nitrite in an acidic medium. Cotton fabrics were treated with these prepared
chitosan compounds then printed with natural dyes. It was concluded that by increasing the
molecular weight the colour yield increased, and fastness to dry and wet crocking was good;
also it was found that by decreasing the chitosan molecular weight the prints’ stiffness
decreased (Hakeim et al., 2005).
After treating cotton fabrics with Low Temperature Plasma (LTP), Kan et al, used a mixture
of sodium alginate/chitosan as a printing medium in order to study the effect of LTP
treatment on the colour yield of the treated samples. They found that the mixture of sodium
alginate/chitosan gave 85% colour yield better than samples printed with only sodium
alginate , it gave better colour fastness to washing and rubbing and sharper outline than the
traditional sodium alginate paste alone, and also better antimicrobial properties than the
sodium alginate alone (Kan et al., 2011).
Bu et al, treated cotton samples with chitosan and glycidyl trimethyl ammonium chloride to
form the water-soluble N-(2-hydroxy)propyl-3- trimethylammonium chitosan chloride
(HTCC) coating on the fabric surface to study its effect on ink jet pigment printing. They
concluded that the colour was strengthened by the treatment, the treated samples showed
better washing and crocking fastness than the untreated ones. Samples treated with (HTCC)
also showed better antimicrobial properties than untreated samples even after 20 washes (Bu
et al., 2012).
Cotton fabrics were printed with pigment-based ink jet. These ink-jet-printed fabrics were
treated with chitosan to study the effect of the treatment on the fixation of the pigment based
ink on the cotton. The influence of the molecular weight of chitosan, application method
(pad– dry–cure vs pad–batch), concentration, and pH, on the degree of fixation (DF) of the
pigment-based inks were examined (Momin et al., 2011).
The cotton samples treated with chitosan were evaluated for their colour strength, degree of
fixation, and their colour fastness properties. The samples treated with chitosan with high
57
molecular weight showed complete fixation of the pigment inks on the cotton fabrics. The
degree of fixation drastically decreased in the chitosan with low MW. Both the pad–dry–cure
and pad–batch methods were found to be suitable for chitosan application onto ink-jet-printed
fabrics (Momin et al., 2011).
Choi et al, used chitosan as a replacement for sodium alginate in ink jet printing of cotton
fabrics. They used a mixture of chitosan with acetic acid as a pre-treatment solution. The
samples were padded into the pre-treatment solution. The chitosan pretreated fabrics were
dried in an oven at 80 o
C and cured at 170 o
C for 1.5 minutes; all the pretreated fabrics were
conditioned before digital ink-jet printing. Results revealed that it was possible to replace
sodium alginate with chitosan in the pre-printing solution and that this approach gave
satisfactory colour fastness (Choi et al., 2005).
Yen and Chen studied the use of chitosan as a resist agent for resist printing of cotton. They
printed different concentrations of chitosan in a printing paste containing chitosan, formic
acid and thickening agent. They used chitosan to block the active site of cotton fibres from
reacting with reactive dye. They also studied the effect of the chitosan fixation condition on
the resist print of cotton samples. They successfully used chitosan as a resist agent and found
that the optimum concentration of chitosan was 1.6% (Yen and Chen, 2011).
2.8.5. Nano chitosan on cotton
Wijesena et al., prepared nano chitosan from crab shells in the form of a dispersion, then
added an acid dye to the dispersion and used it for the coloration of cotton fabrics (Wijesena
et al., 2015).
Hebeish et al. prepared nano chitosan by the polymerisation of chitosan at different
concentrations with methacrylic acid and K2S2O8 as initiator. They used the nano chitosan
with a crosslinking agent to improve the ability of cotton in respect of copper sulfate pick up.
This treatment was found to increase the fabric’s antimicrobial and UV protection (Hebeish
et al., 2013). (Hebeish et al., 2013)
2.9. Chitosan treatments on wool
2.9.1. Chitosan treatments to improve antimicrobial properties
Chitosan has been used in wool finishes as an anti-shrinkage agent and for improving wool
dyeability. Differences between treated and untreated wool fabrics are easily seen; the treated
wool usually has different dyeing behaviour from untreated wool. Because of the potential
58
benefits of chitosan treatment on wool numerous studies have been conducted to study the
interaction between chitosan and wool fabrics (Enescu, 2008).
Hsieh et al. used citric acid as a crosslinking agent by mixing it with chitosan to study the
effect of this treatment on the antimicrobial and physical properties of wool. They found that
citric acid did not crosslink with the wool except when the wool was oxidised with potassium
permanganate, and that after wool oxidisation the citric acid reacted with the hydroxyl groups
in both the wool and chitosan, while the amino group of wool allowed the surface to crosslink
with chitosan. They concluded that the treatment led to good antimicrobial and antiseptic
effects, but affected the fabric softness, yellowness, stretching resistance, and elongation
percentage (Hsieh et al., 2004).
Ammayappan and Moses studied the use of chitosan, aloevera, and curcumin as antimicrobial
agents. They used those substances alone and in combination, and found that all those
substances have an antimicrobial effect. They found that the strongest effect originated with
the use of aloevera. They also found that the antimicrobial effect was better when they mixed
aloevera with chitosan compared to mixing chitosan with curcumin (Ammayappan and
Moses, 2009).
Demir et al, used chitosan with silica to give an antimicrobial finish to wool pretreated either
with enzymes or with a mixture of enzymes and hydrogen peroxide. Then they studied the
antimicrobial properties of the pretreated and the untreated samples and studied the
antimicrobial activity of wool samples after repeated washes. They stated that the
pretreatment method affected the wool adsorption and diffusion of chitosan. They also found
the chitosan provided an antimicrobial finish that was sustained for several washes (Demir et
al., 2010b).
In another study they investigated the use of air plasma or argon as a wool pretreatment
before chitosan application. It was found that atmospheric plasma enhanced the wool
attachment to chitosan because it had an etching effect which increased the surface
functionality of the wool. They concluded that the treated samples had good washing
durability even after 10 washing cycles (Demir et al., 2010a).
2.9.2. Chitosan treatments to improve mechanical properties
Erra et al treated wool with low temperature plasma (LTP) to improve surface wettability,
dyeability, and shrink resistance. Samples were treated with chitosan for a durable finish,
59
and were compared with the untreated samples. Chitosan was found to enhance the shrink
resistance, also chitosan adsorption was shown to increase after treatment with air plasma
(Erra et al., 1999).
Shih and Huang studied the mixture of chitosan with polyurethane (PU) as a mixed polymer.
Wool fabrics were treated with this mixture aiming at improving the shrinkage and
antimicrobial properties of woollen fabrics. Results showed that the shrinkage and
antimicrobial properties of woollen fabrics were improved with an increase of polymer
mixture concentration, temperature and time of treatment. This treatment also improved the
wool fabric strength. Results showed that adding chitosan remarkably increased the shrink-
proof and the antimicrobial properties of the treated fabric (Shih and Huang, 2003).
Vilchez et al. studied the application of chitosan on wool fabrics before enzyme treatment to
overcome the damage promoted by the enzymes. The treatment was found to decrease the
felting shrinkage, enhance the whiteness degree, and improve the dyeability of wool (Momin
et al., 2011).
Treatment also formed a protective film on the fabric surface which minimised the wool fibre
damage. Chitosan was found to remain on the wool surface even after enzyme treatment
which reduced the fibre damage. The pretreatment with chitosan also improved the wool
shrink resistance and dyeability. As shown in figure 2.16 to figure 2.19, scanning electron
microscope (SEM) analysis showed that the enzymatic treatment was more evenly distributed
when wool was previously treated with chitosan (Vílchez et al., 2010).
Figure 2.16: Wool fibre treated with
bactosol enzyme for 60 min.
(Vílchez et al., 2010)
Figure 2.17: Wool fibre treated with esperase
enzyme for 60 min. (Vílchez et al., 2010)
60
Figure 2.18: Wool fibre treated with
chitosan and bactosol enzyme for 60
min. (Vílchez et al., 2010)
Figure 2.19: Wool fibre treated with chitosan
and esperase enzyme for 60 min. (Vílchez
et al., 2010)
Roberts and Wood studied the use of chitosan as an anti-shrinking agent for wool fabrics.
They used different molecular weights, various levels of N-acetylation, and imparting N-acyl
groups to chitosan chains. Results showed that the change of molecular weight and N-
acetylation did not affect the wool shrinkage to an appreciable degree, but by imparting N-
acyl groups to chitosan chains the wool samples showed better antifelting properties (Roberts
and Wood, 2001).
To explain this Roberts and Wood proposed that wool is a hydrophobic material, which when
treated with the alkaline peroxide (bleaching) becomes more hydrophilic. However the
chitosan is significantly more hydrophilic than the bleached wool. Therefore by increasing
the chain length of the N-acyl group, an increase in hydrophobicity occurs, which increased
compatibility with the wool fibre surface and enhanced the spread of chitosan on the wool
surface, and thus improved the antifelting behaviour compared to untreated wool (Roberts
and Wood, 2001).
Vílchez et al. used chitosan as a pretreatment before treating wool with proteolytic enzyme.
They studied the physical properties such as the friction coefficient, the compressibility and
thickness, the wearing resistance i.e. weight loss after abrasion, the bursting resistance i.e.
bursting strength and deformation and the surface topography. They found that the chitosan
treatment increased the shrink resistance of wool fabrics, and reduced the damage done by
the enzyme treatment. They also found that the chitosan treatment enhanced the fabric
bursting and wearing resistance (Vílchez et al., 2005).
61
Shahidi et al., used chitosan as an antifelting agent for woollen fabrics. They first pretreated
wool with atmospheric pressure plasma (DBD), and then treated it with chitosan by the
technique of pad-dry cure. They found that the pretreated wool fabrics with DBD followed by
chitosan treatment showed a significant improvement in the shrinkage resistance and
antifelting properties. They also noticed an improve in the dyeability of pretreated wool
fabrics with atmospheric pressure plasma (DBD) and chitosan. The pretreated samples
showed higher colour strength compared to those untreated (Shahidi et al., 2014).
Julià et al, used chitosan as a treatment after oxidisation. They studied the effect of chitosan
molecular weight and the oxidisation method on the shrink resistance and dyeing of wool.
They oxidised the wool samples with either hydrogen peroxide or permonosulphuric acid
(PMS), and then treated those wool samples along with unoxidised samples with chitosan of
various molecular weights (Julià et al., 2000).
They concluded that the oxidisation process affected the wool shrinkage, and that the
peroxide pretreatment resulted in higher shrink-resistance than PMS. By increasing the
molecular weight of chitosan applied, wool shrink resistance increased. The chitosan
treatment increased the dye uptake which could lead to a reduction in dyeing time and
temperature. This subsequently could prevent wool damage and save energy (Julià et al.,
2000).
2.9.3. Chitosan treatments to improve dyeability
In 2001, Yen studied the use of chitosan with nonionic surfactants to enhance wool dyeability
with reactive dyes. He studied the effect of using different concentrations of chitosan on the
colour strength of the dyed samples. Results showed that the chitosan treatment enhanced the
colour strength of the dyed woollen samples, and that by increasing the chitosan
concentration, the colour strength increased. Also a higher concentration of surfactant
resulted in better colour strength of the dyed wool fabric. The optimum concentrations of
chitosan / surfactant were 0.5% chitosan and 1.0% surfactant. The washing and dry rubbing
fastness were very good, and the wet rubbing fastness was good (Yen, 2001).
Ali and El-Khatib pretreated wool with chitosan and lemongrass oil, and studied the effect of
this treatment on the colour strength, fastness properties, whiteness, and the wettability of the
treated fabrics. They concluded that pretreated wool samples had better colour strength and
more level dyeing compared to untreated samples. This treatment lead to higher exhaustion,
62
which meant lower dyeing temperature and reduction in dyeing time. This is of importance in
preventing wool damage and for saving energy (Ali and El-Khatib, 2010).
Dev et al. treated wool fabrics with different concentrations of chitosan then dyed them with
henna which is a natural dye that possessed antimicrobial properties. They studied the effect
of the chitosan treatment on the K/S values and the antimicrobial properties of the samples.
They found that the samples treated with chitosan had higher dye uptake and better
antimicrobial properties. They also stated that the washing, rubbing and perspiration fastness
properties were enhanced after chitosan treatment (Dev et al., 2009).
Periolatto et al. treated wool fabrics with chitosan diluted with acetic acid solution mixed
with photoinitiator to graft chitosan to the wool surface by radical reactions. Results showed
enhanced fabric antimicrobial properties and increased dyeability. The treated samples
durability to laundering showed different behaviour depending on the nature of the
surfactants used in the washing procedure (Periolatto et al., 2013).
Sadeghi et al studied the factors affecting the grafting of wool fabrics with a synthesized
Chitosan-poly (propylene imine) dendrimer (CS-PPI) hybrid. They studied the effect of pH,
temperature, and CS-PPI concentration. They dyed the grafted wool with two reactive dyes
C.I. Reactive Orange 122 (RO122) and C.I. Reactive Red 195 (RR195) (Sadeghi-Kiakhani
and Safapour, 2015).
The results showed an optimum grafting condition at pH 6, temperature of 70 °C, and CS-PPI
concentration of 20 % of fabric weight. It was also found that by grafting the wool with
chitosan-poly (propylene imine) dendrimer, the dyeing temperature could be reduced from 80
°C to 40 °C. They also studied the elimination of salt from the dyeing bath, and the results
showed that the colour strength of the conventially dyed wool fabrics could be obtained by
the grafting of wool with chitosan-poly (propylene imine) dendrimer without using salt in the
dye bath. The colour fastness was observed to be the same against washing, light, crocking
and perspiration between good and acceptable. The grafting of chitosan-poly (propylene
imine) dendrimer on the wool was found to reduce the shrinkage (Sadeghi-Kiakhani and
Safapour, 2015).
Rana et al. experimented the use of chitosan, gamma radiation, and both in the treatment of
wool fabrics to study how this would affect the polymer loading%, k/s value, dye uptake%
and washing fastness of the acid dyed wool samples (Rana et al., 2016).
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The researchers found that by increasing the concentration of chitosan in the wool treatment,
the polymer loading percentage decreased. The K/S values of treated wool samples with
chitosan increased by the increase in chitosan concentration, but after a certain concentration
of 0.3% the K/S values started to slightly decrease (Rana et al., 2016).
For the Gamma radiation, the K/S values of treated samples were higher than untreated
samples, the K/S values increased up to 10 kilogray (kGy) gamma radiation then K/S values
started to decrease with the increase in gamma radiation. They concluded that modification of
wool fibre with chitosan and gamma radiation increased the dye fixation and fastness
properties of the dyed wool samples (Rana et al., 2016).
Ristić et al studied the use of corona discharge (CD) with chitosan to improve woollen
fabrics’ sorption and dyeability. They assessed the physical and chemical properties with X-
ray photoelectron spectroscopy (XPS) and scanning electron microscopy (SEM) (Ristić et al.,
2010).
Results showed that the wettability and dyeability of woollen fabrics were increased with the
CD treatment, and the combined CD and chitosan treatment. it was also concluded that by
increasing the chitosan concentration the colour intensity increased, and that the samples
treated with both CD and chitosan had the highest colour strength (Ristić et al., 2010).
Wool fabrics were treated with deacetylated chitosan along with a crosslinking agent; citric
acid. The effect of using different chitosan concentrations and curing conditions i.e.
temperature and time were also studied. The changes between untreated and treated woollen
samples were examined, and the effect of the treatment on the crease recovery angle,
yellowness, tensile strength, and dyeability was observed (Gawish et al., 2012).
Results indicated that using deacetylated chitosan along with a crosslinking agent (citric acid)
improved the woollen fabric physical and chemical properties. Results of treated samples also
showed an increase in the dye exhaustion and colour strength compared to untreated samples.
Samples treated with chitosan and citric acid had better dye exhaustion and colour strength
than those treated only with chitosan (Gawish et al., 2012).
Pascual and Julià used chitosan with hydrogen peroxide in an alkaline medium to improve
wool felting properties and dyeing behaviour. They found that chitosan treatment increased
the dye rate, and improved wool wettability and shrinkage. They also concluded that the
viscosity of the chitosan solution played an important role in wool antishrinkage. They stated
that by increasing the viscosity, the shrink resistance increased (Pascual and Julià, 2001).
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Yen used a mixture of chitosan and nonionic surfactant to overcome the chitosan weak
binding and uneven distribution. Results showed improvement in chitosan distribution on
wool surface, and produced better colour strength and deeper and more vivid colour without
increasing the dye concentration. Dyed samples showed improvement in fastness properties
compared to untreated samples (Yen, 2001).
2.9.4. Chitosan treatments to improve printability
Abou-Okeil and Hakeim used chitosan as a pretreatment to enhance the metal binding in the
mordanting process with the aim to improve wool printability with natural dyes. The results
indicated that colour strength and wash fastness of the pretreated printed wool samples were
enhanced compared to the untreated samples. Results also indicated that by increasing the
chitosan molecular weight and concentration the colour strength and washing fastness of the
treated samples increased (Abou-Okeil and Hakeim, 2005).
Other studies used chitosan as a thickening agent to be used in textile printing. Abdou et al
used mixtures of chitosan and gelatinised starch as thickeners in textile screen printing using
natural dye. They used the mixture to print cotton, wool, nylon, polyester and their blends
and studied the effect of this new mixture on the K/S values of the printed samples (Abdou et
al., 2012).
The results showed that the chitosan- gelatinised starch mixture gave higher colour strength
results than normal thickeners, better colour fastness properties for washing, crocking and
perspiration for the printed samples compared to those printed with traditional thickeners. It
also showed that chitosan increased the fabric dye uptake and antimicrobial properties of the
samples (Abdou et al., 2012).
2.9.5. Nano-chitosan treatment for wool
The effect of chitosan particles size on the antimicrobial properties of wool fabrics was
studied by Sahan and Demir. The work focused on the effect of using synthesized nano-
chitosan particles and comparing it to using bulk chitosan. The effect of using a combination
of plasma- chitosan treatment, and silver loaded chitosan on the antimicrobial properties of
wool fabrics were studied (Şahan and Demir, 2016).
They studied the effect of chitosan on the antibacterial activity of wool fabrics. Results
showed that nano chitosan has greater antibacterial activity than bulk chitosan treated fabric.
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This was due to its larger surface area. Sahan and Demir also studied the effect of these
treatments on the air permeability of the treated fabrics (Şahan and Demir, 2016).
Air permeability is known as air velocity in millimetres per second which is passing through
the fabric at a given pressure difference. The air permeability is mainly dependent on
thickness and porosity. They observed a decrease in the air permeability of chitosan and nano
chitosan treated wool compared to untreated wool, which is the result of the deposition of
chitosan particles on the surface of the wool fibres (Şahan and Demir, 2016).
2.10. Chitosan treatment for polyester
Behary studied polyester surface functionalisation with chitosan. He treated PET with a
deacetylated chitosan solution after pretreatment with atmospheric plasma; compared with
the untreated samples. Results showed that chitosan had successfully coated both untreated
PET and plasma treated PET, resulting in nonwovens with high capacity for surfactant
adsorption at pH 7 at 30°C (Behary et al., 2012).
Results indicated that the increased hydrophobic behaviour in the presence of chitosan
coating on PET nonwovens without plasma activation gave the best surfactant sorption
results (Behary et al., 2012).
Chitosan was used as a surface treatment of polyester, the PET surface was hydrolysed with
caustic soda solution to impart the (-COOH) groups on the polyester surface. Results showed
that the tensile strength of the polyester fabrics decreased greatly with the alkali treatment but
recovered with the chitosan treatment (Enescu, 2008).
2.10.1. Chitosan treatments to improve the antimicrobial properties
Chang et al grafted the polyester surface with chitosan after treating it with atmospheric
pressure plasma. They evaluated fibre properties and antimicrobial properties after treatment.
The results showed that the best antimicrobial effect was obtained after polyester fabrics were
treated by atmospheric pressure plasmas for 60 to 120 sec. then grafted with chitosan (Chang
et al., 2008).
By increasing the plasma treatment time, samples showed an increase in the hydrophilicity of
PET fabrics. They concluded that PET fabrics modified with atmospheric pressure plasma
and chitosan at these conditions were antibacterial and safe for human skin from allergies
(Chang et al., 2008).
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Wang et al coated polyester fabrics with chitosan/poly (vinyl pyrollidone) (CHI/PVP) in
order to study the effect of the treatment on the bacterial activity of the surface of polyester.
To enhance the attachment of CHI/PVP on the polyester surface, they pretreated polyester
with polyetherimide and polyacrylic acid and crosslinking agents (Wang et al., 2012).
Results showed that the coating created a highly hydrophilic surface with low roughness.
Bacterial activity on the polyester surface was significantly reduced. They also stated that the
pretreatment significantly enhanced the adherence of the CHI/PVP coating on the polyester
surface (Wang et al., 2012).
Sophonvachiraporn et al. prepared an antimicrobial finished polyester fabric by treating it
with chitosan, following a dielectric barrier discharge (DBD) plasma treatment. After plasma
treatment the hydrophilic property of the PET surface was characterised by measuring the
contact angle. XPS analysis showed the creation of oxygen-containing polar groups, which
resulted in an increase of the surface hydrophilicity (Sophonvachiraporn et al., 2011).
Sophonvachiraporn et al. then immersed the plasma treated polyester fabrics in a chitosan
acetate aqueous solution. The results showed clear disappearance of the oxygen-containing
polar groups, which indicated an interaction between those active groups and chitosan. They
concluded that the treated PET possessed an exceptionally high antimicrobial activity
(Sophonvachiraporn et al., 2011).
S. Wazed Ali et al., studied the preparation of chitosan nanoparticles and silver loaded
chitosan and compared it to normal sized chitosan in a matter of antibacterial properties.
Nanoparticles were found to be more thermally stable than bulk chitosan. They concluded
that treated polyester fabrics showed acceptable antibacterial activity at 90% and above at
very low concentration of 0.2%, whereas the bulk chitosan gave only 58% activity at the
same concentration (Ali et al., 2011).
2.10.2. Chitosan treatments to improve textile mechanical properties
Abdel-Halim et al treated polyester fabric with chitosan in order to study the effect of this
treatment on the mechanical properties of the polyester fabrics. After treatment, the nitrogen
content was measured to estimate if the chitosan was successfully deposited on the polyester
surface (Abdel-Halim et al., 2010).
Results revealed that treating polyester with chitosan improved the water uptake capacity
without affecting the fabric mechanical properties. This could be attributed to the hydroxyl
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groups being introduced to the polyester surface by chitosan, which increased the fabric’s
ability to absorb more water and moisture from the air. This also increased the polyester
fabrics’ electrical conductivity and thus improving their antistatic properties (Abdel-Halim et
al., 2010).
He et al., prepared PEGylated chitosan derivatives and used it to modify PET fabrics. First
they treated the PET surface with oxygen plasma and then treated the etched samples with the
PEGylated chitosan derivatives with different concentrations. They noticed the increase of
functional groups i.e., C=O, C-O, and -OH and surface roughness on the surface of plasma
treated PET samples compared to untreated samples (He et al., 2014).
They also noticed the forming of a film after the treatment of the PET samples with the
PEGylated chitosan modification. The combination of oxygen plasma and PEGylated
chitosan observed to minimise the breaking strength and elongation of PET fabric, increased
the moisture regain and decreased the contact angle (He et al., 2014).
Another research in this area studied the treatment of polyester surface with low temperature
oxygen plasma and N,O-carboxymethyl chitosan and observed their effect on the antistatic
and antimicrobial properties of polyester (Lv et al., 2016).
Lv et al., found that by treating the polyester fabrics with low temperature oxygen plasma, a
large amount of polarized oxygen was deposited on the surface of polyester. Furthermore by
treating the oxygen plasma deposited polyester with N,O-carboxymethyl chitosan, a
significant change of the treated polyester mechanical and antimicrobial properties were
achieved (Lv et al., 2016).
Results indicated that the plasma treatment changed the PET fabric surface and increased the
deposition of carboxymethyl chitosan on the fabric surface. The deposition of carboxymethyl
chitosan on the polyester surface introduced some polar groups i.e. OH, NH2 and COOH on
the fabric. This significantly improved the wettability of the polyester samples. The research
also found that carboxymethyl chitosan could reduce much more static charges on the PET
fabric surface than low-temperature plasma treatment alone (Lv et al., 2016).
2.10.3. Chitosan treatments to improve textile dyeability
Manyukova and Safonov treated polyester and polyamide fabrics with chitosan, before
dyeing them with reactive dyes. They studied the effect of chitosan concentration on the
colour strength of the dyed fabrics, and found that this treatment enhanced the fabric
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properties and increased the colour strength and fastness. The results also showed that by
increasing the chitosan concentration the colour strength increased. They also stated that
chitosan swelling improved the fabric sorption (Manyukova and Safonov, 2009).
Park et al. used chitosan as a mordant in dyeing polyester fabric with natural dye C. sappan
L and compared the dyeing with that applied using a conventional metal mordant. Results
showed a remarkably high colouring and dye uptake, this also reduced the dyeing time. They
also concluded that this method could be a more ecofriendly process compared to the
traditional method which needs excessive use of dye chemicals (Park et al., 2008b).
Walawska et al treated polyester and cotton/polyester fabrics with chitosan to improve their
dyeability. They pretreated the samples with a solution of NaOH, and then treated the
pretreated samples with chitosan; finally the treated samples were dyed with direct dyestuff.
Results obtained showed that the colour strength increased with the increase of chitosan
deposition on the fabric surface. Also it appears that the treated samples showed better colour
fastness to rubbing and washing (Walawska et al., 2003).
2.10.4. Chitosan treatments to improve printability
Bahmani et al., used chitosan both as thickener and binding agent in pigment printing on
polyester. He prepared a printing paste containing mixtures of chitosan, pigment and acetic
acid. Rheological behaviour of chitosan pigment paste had a much lower yield point than
commercial printing paste but it was applicable. Colour fastness of the chitosan samples gave
satisfactory colour fastness to rubbing, washing and light. They also stated that the only
drawback was that the colour strength was decreased and that the prints had much higher
stiffness (Bahmani et al., 2000).
Ibrahim et al pretreated polyester fabrics with a solution containing chitosan, DMDHEU,
MgCl2. 6H2O, and citric acid as a mixed catalyst and Polyethylene glycol (PEG), cured the
treated samples at 120 °C for 3 minutes and then they printed the samples with disperse dyes
(Ibrahim et al., 2013a).
Results showed that it is possible to use the incorporation of chitosan with PEG and
DMDHEU to improve the printability of polyester fabrics. They concluded that using
chitosan/PEG/DMDHEU improved the colour strength and fastness properties of the
polyester samples printed with disperse dye (Ibrahim et al., 2013a).
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Ibrahim et al pretreated polyester, polyester⁄wool, polyester⁄cotton and polyester⁄viscose
woven fabrics with monochlorotriazinyl β-cyclodextrin (MCT-b-CD), chitosan or
ethylenediamine, then transfer printed the samples to study the effect of these pretreatments
on the colour strength and UV protection of the printed samples. Results showed that all the
pretreatments applied gave darker depth of shade, better fastness properties, and higher
ultraviolet-protecting functions (Ibrahim et al., 2010).
Noppakundilograt et al pretreated polyester samples with chitosan, N-[(4-dimethyl
aminobenzyl)imino] chitosan (DBIC), N-[(2-hydroxy-3-trimethylammonium) propyl]
chitosan chloride (HTACC), glycine (Gly), and a mixture of chitosan and glycine, as a
pretreatment before printing with pigment based ink jet inks (Noppakundilograt et al., 2010).
Experimental results revealed that the HTACC treatment resulted in the highest K/S, the
deepest colour hue and saturation, and also produced prints with the sharpest and smoothest
outline. They concluded that the ionic interactions between the amino groups of the chitosan
and the anionic charged pigments, also the Van der Waals and hydrophobic interactions
between the polyester and the pigments helped increasing the printing film adhesion to the
polyester surface, which meant more satisfactory colour fastness (Noppakundilograt et al.,
2010).
2.11. Chitosan treatment on cotton / polyester blends
Blended fabrics, especially Poly/cotton blinds are vastly used in the textile industry but yet
there is so little amount of published researches in this field.
Researchers studied the use of chitosan to improve the antimicrobial properties of cotton /
polyester blends. The use of chitosan to improve the printability of cotton / polyester fabrics
with pigments in one step printing technique was investigated. A combination of chitosan,
choline chloride, triclosan derivative, hyperbranched poly amide-amine/silver or zinc oxide
nanoparticles were used in the pigment printing paste and then the prints were cured using
microwave curing. Results showed remarkable antibacterial properties even after 20 washes.
Colour strength values also increased and colour fastness was good to very good (Ibrahim et
al., 2013b).
Muzaffar et al., studied the synthesis of chitosan based polyurethane (PU) dispersion. They
applied this emulsion to different printed and dyed poly/cotton fabrics using the pad/dry/cure
method, this was to study the effect of this treatment on the physical properties of the fabrics
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i.e. bending, stiffness, crease recovery angle, and Air permeability. The mechanical
properties i.e. pilling tensile strength of the blended fabrics were also evaluated. Results
showed a noticeable improve of physical and mechanical properties of the treated samples
compared to the un-treated samples (Muzaffar et al., 2016).
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3. Chapter Three: Methodology
3.1. Introduction
As this research aims at:
Enhancing dyeability and printability of fabrics made of cotton, polyester and their
blends without using the traditional auxiliaries in the colouration process in a more
economically and eco-friendly way.
Enabling a swift response to the market and fashion changes during the same season.
Dyeing polyester with commercially available acid dyes, producing differential
printings on different textile materials and in producing resist prints on PET fabric
and its blends.
This lead the work conducted in this research to be divided into three parts as explained in
below.
1- The first part discusses improving the dyeability of polyester and poly/cotton fabrics
with chitosan treatment, in this part process optimum conditions will be used as a base
for the second part.
2- The second part studies the creation of a new technique for textile printing using
differential printing. The aim of using this technique is to produce a two shaded
design of the same colour using one dye bath.
Differential printing is done by printing chitosan on the fabrics under investigation and then
allowing them to be dyed later using the required shades up to the market demand at that
time.
This technique relies on the fact that chitosan printed design will attract more dye stuff than
the rest of the fabric in the dye bath to produce heavier shade that the rest of the fabric which
is not printed with chitosan, by this two shaded design could be printed using one dye bath.
3- Finally the third part studies the possibility of resist printing a hydrophobic material
such as polyester -which is not the ideal material for resist printing- by using chitosan.
Through these three parts, a set of materials, apparatuses, standard methods and analysis are
used to achieve the research objectives, these will be discussed thoroughly in this part.
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3.2. Materials
3.2.1. Fabrics
Different fabrics have been used to carry out this research, these are listed below:
100% polyester (35gm/m2)
100% cotton (54 gm/m2)
50% cotton -50% polyester (26 gm/m2)
65% cotton- 35% polyester (34 gm/m2).
3.2.2. Chemicals
Different chemicals have been used in this investigation, these are listed below:
Chitosan from crab shells with high molecular weight was obtained from Sigma
Aldrich Japan.
Acetic acid glacial of 99% concentration, supplied by VWR chemicals.
Formic acid of 90% concentration supplied by fisher scientific, UK.
Sodium hydroxide by Fisher chemicals UK.
Acid dye Nylanthrene Navy C-WG supplied by crompton and knowles europe
S A. Sandolan Blue E-2GL 200% supplied by Sandoz chemicals LTD UK.
3.3. Apparatus
Different apparatuses have been used to carry out the tests required in this research, these are
listed below:
A horizontal/vertical padder type HVF, supplied by Werner Mathis AG Switzerland
was used for padding textile samples in chitosan solution.
Mathis labomat beaker infrared dyeing system was used for dyeing all textile samples
throughout this work.
A Werner Mathis AG Switzerland lab dryer was used for thermal curing of textile
samples after treatment.
A Datacolor 650™ spectrum was used for colour fastness measurements of treated
samples.
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3.4. Design of experiments
In order to fully investigate the chitosan treatments related factors, various aspects where
studied to investigate the optimum conditions for chitosan treatments of textile fabrics.
In each part of this work, four parameters have been investigated. Several levels were
investigated for each parameter. Three repeats of each sample were done for each level of
each parameter.
This was to insure accuracy of the findings. Those parameters where applied on cotton,
polyester, and cotton/ polyester blends of; (50%-50%), and (65%-35%) fabrics, to study the
applicability of the studied techniques on different types of materials i.e. natural fibres,
synthetic fibres, and their blends, and to study the effect of increasing the synthetic fibre
content within the fabric on the fastness properties of the treated samples.
A summary of the factors considered for the current investigation and their levels is listed
below.
3.4.1. Part one: Using the padding process to improve the dyeability of cotton,
polyester, and cotton/polyester blends.
NaOH concentrations i.e. 5, 10, 15, 20 and 25 gm/L on the colour strength of the
pretreated polyester, 50% polyester- 50% cotton, and 65% cotton- 35% polyester were
used to study the effect of NaOH concentration on the treatment process. An optimum
NaOH concentration of 15 gm/L where chosen, and used for the pretreatment of PET,
50% polyester- 50% cotton, and 65% cotton- 35% polyester samples throughout the
rest of this part experiments.
Studying the effect of chitosan concentration; 5, 10, 15, 20, and 25 gm/L on the colour
strength of the pretreated cotton, polyester, 50% polyester- 50% cotton, and 65%
cotton- 35% polyester. An optimum chitosan concentration of 20 gm/L where chosen,
and used for the treatment of PET, 50% polyester- 50% cotton, 65% cotton- 35%
polyester, and cotton samples throughout the rest of the experiments.
Temperatures of 120, 140, 160, 180, 200 and 220 °C were being used in this part of the
research and their effect on the colour strength of the pretreated cotton, polyester, 50%
polyester- 50% cotton, and 65% cotton- 35% polyester was investigated.
Studying the effect of chitosan fixation time by using; 1, 2, 3, and 4 minutes on the
colour strength of the pretreated cotton, polyester, 50% polyester- 50% cotton, and
65% cotton- 35% polyester.
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3.4.2. Part two: Using chitosan in producing differential printings on different
textile materials
The effect of NaOH concentrations; 5, 10, 15, 20 and 25 gm/L on the colour strength
of the pretreated polyester, 50% polyester- 50% cotton, and 65% cotton- 35%
polyester were studied in this part of the research was conducted in part one to find out
if the chitosan application method (i.e. padding or printing) had an effect on the
optimum NaOH concentration in the pretreatment of experiment samples. An optimum
NaOH concentration of 15 gm/L where chosen, and used for the pretreatment of PET,
50% polyester- 50% cotton, and 65% cotton- 35% polyester samples throughout the
rest of the experiments.
Chitosan fixation temperatures of 120, 140, 160, 180, 200, 220 °C were used to study
their effect on the colour strength of the pretreated cotton, polyester, 50% polyester-
50% cotton, and 65% cotton- 35% polyester.
Effect of chitosan fixation time of 1, 2, 3 and 4 minutes on the colour strength of the
pretreated cotton, polyester, 50% polyester- 50% cotton, and 65% cotton- 35%
polyester was studied.
Effect of chitosan concentration; 5, 10, 15, 20, and 25 gm on the colour strength of the
pretreated cotton, polyester, 50% polyester- 50% cotton, and 65% cotton- 35%
polyester was investigated.
3.4.3. Part three: The use of chitosan in producing resist printing on different textile
materials
In this part NaOH was used as a pre-treatment for polyester, 50% polyester- 50%
cotton, and 65% cotton- 35% polyester, as explained in part one and two with NaOH
concentration of 15 gm/L as an optimum NaOH concentration from the findings of part
one and two. NaOH was also used as a resist agent in the resist pate used in this part.
Therefore the effect of NaOH concentration in the resist printing paste , on the colour
removal of the resist printed polyester, 50% polyester- 50% cotton, and 65% cotton-
35% polyester samples compared to direct printed samples of each material was
studied.
A steam thermos fixation method was chosen in this part for the fixation of resist
printed samples. Therefor a fixation temperatures of 120, 140, 160, 180, and 200 °C
were used to study the effect of fixation temperature of the chitosan printed, NaOH
resisted samples on the colour removal of the resist printed ( polyester, 50% polyester-
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50% cotton, and 65% cotton- 35% polyester samples) compared to direct printed
samples of each material.
A set of fixation time fixation of 15, 30 and 45 minutes where used to study the effect
of fixation time for chitosan printed NaOH resisted samples, on the colour removal of
the resist printed (polyester, 50% polyester- 50% cotton, and 65% cotton- 35%
polyester samples) compared to direct printed samples of each material.
3.5. Repeated procedures
Throughout the work carried out in this research, a set of standard procedures were carried
out to investigate the properties of the studied textile samples. Those procedures varied
between fabrics pretreatment, chitosan preparation, and chitosan application on textile
samples. These are listed below.
3.5.1. Fabric preparation
A scouring process was performed on cotton, polyester, 50% polyester-50% cotton, and 35%
polyester- 65% cotton fabrics using 3% on the weight of the fabric (owf) caustic soda, and
0.5% sodium bicarbonate (owf) in a water bath at 100 ᵒC for 60 minutes. Fabrics were then
air dried overnight and then cut into 25 cm X 10 cm samples.
3.5.2. Polyester and poly/cotton pretreatment (polyester hydrolysis)
Polyester and cotton/ polyester samples were treated with a solution of different
concentrations of sodium hydroxide (5, 10, 15, 20, 25 gm/ L) and liquor ratio (L:R) 1:20.
The treatment was done at 80 °C for 30 minutes. The samples were then rinsed with distilled
water and 3% acetic acid.
3.5.3. Chitosan preparation
Chitosan solutions were prepared attributed to previous published procedure explained in
(Park et al., 2008a), and a concentration of 20 gm/L where chosen after finding of first part.
A solution of 20 gm/L of chitosan flaks of high viscosity, 3% acetic acid at L:R 1:10 was
used in this work.
The chitosan preparation was formed at room temperature through stirring with a mechanical
stirrer for 2 hours to insure homogeneity. Textile samples were then treated with the prepared
chitosan solutions either by padding or printing, and then cured all subsequently to insure
sustainability.
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3.5.4. Chitosan application techniques on the studied textile samples
3.5.4.1. The application of chitosan using padding technique
To study improving the dyeability of polyester and poly/cotton fabrics by chitosan treatment,
prepared textile samples (scoured cotton, with scoured and pretreated polyester, 50%
polyester-50% cotton, and 35% polyester- 65% cotton textile samples) where padded in a
chitosan solution prepared as explained previously in 3.5.3. This was done using a A vertical
padder type HVF, supplied by Werner mathis AG Switzerland.
3.5.4.2. Using silkscreen printing technique for chitosan application on textile
fabrics
Prepared textile samples ( scoured cotton, with scoured and pretreated polyester, 50%
polyester-50% cotton, and 35% polyester- 65% cotton textile samples) where printed with a
chitosan printing paste prepared with the following recipe:
X Chitosan
3% Acetic acid
Y Water
____________________
1000 g.
Where X = (5, 10, 15, 20 g/L)
This was done using a traditional flat silkscreens with dimensions 45 X 35 cm and mesh
count of 43 threads per cm supplied by handprinted UK.
3.5.5. Dyeing process
Grafted samples with chitosan were dyed with commercially available acid dye in a dyeing
bath containing:
2% dye (of substrate weight);
5% sodium sulphate;
4% formic acid.
The dye bath started with sodium sulphate, and formic acid, at pH 2-3 and L:R 1:20 , then
the dissolved dye was added and the pH was checked to make sure the pH stayed in the 2-3
range. Samples were treated for 15 minutes at 40 °C., and the temperature was increased to
100 °C over 30 min. and samples were dyed for 30 minutes.
The dyeing process was done on A Mathis labomat Beaker infrared dyeing system.
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3.6. Samples analysis
3.6.1. Colour evaluation
Colour strength measurements of the dyed samples were carried out using a
spectrophotometer. The colour strength (K/S values) of the dyed samples was determined by
applying equation 1:(Elnagar et al., 2014)
𝐊𝐒⁄ =
(𝟏 − 𝐑)𝟐
𝟐𝐑 (𝟏)
Where K is the coloured samples’ surface absorption, S is the scattering caused by the
coloured substrate surface and R is the decimal fraction of the reflectance of the treated
substrate (Elnagar et al., 2014).
The chitosan treated samples’ K/S values were evaluated and compared to those of the
untreated samples.
3.6.2. Colour fastness evaluations
3.6.2.1. Colour fastness to crocking
This test is designed to determine the resistance of the colour of textile materials to rubbing
off and staining other materials. The test was done on a Crockmaster by James H. Heal & Co
Ltd, an agreeable apparatus within the Technical Manual of the American Association of
Textile Chemists and Colourists (AATCC) (BS.EN.ISO-105-X12:2002) .
In this test a desized, bleached, unfinished (50 mm) squares (± 2 mm) rubbing cotton fabric
were used to cover a rubbing finger comprised of a cylinder of (16 ± 0,1) mm diameter
moving forward and backward in a straight line along a (104 ± 3) mm track on the coloured
specimen, fixed in the Crockmeater with a downward force of (9 ± 0,2) N.
Rubbing samples and specimens were conditioned in an atmosphere of (20 ± 2)°C for four
hours before conducting the test.
During the test each coloured specimen was fixed to the baseboard of the testing device
(Crockmaster by James H. Heal & Co Ltd) so that the long direction of the specimen follows
the track of the device.
In the crocking test, the specimens of the coloured textile are rubbed with a dry rubbing cloth
(dry rubbing) and with a wet rubbing cloth (wet rubbing). In the dry rubbing a conditioned
dry rubbing cloth is fastened over the end of the rubbing finger. The rubbing finger with the
78
dry cotton cloth fastened on it was moved at a rate of one cycle per second, rub forward and
backward in a straight line 20 times, 10 times forward and 10 times backwards , along a track
of (104 ± 3) mm on the dry coloured specimen, with downward force of (9 ± 0,2) N.
In wet rubbing the rubbing cloth was firstly weighted, and then thoroughly soaked in distilled
water and reweighted again to ensure moisture take-up of 95% to 100%. After that the same
procedure as dry rubbing is conducted using a wetted rubbing cloth.
Test rubbing clothes were air dried then assessed by the grey scale for staining. (BS.EN.ISO-
105-X12:2002).
3.6.2.2. Colour fastness to domestic and commercial laundering
A domestic washing test (BS-EN-ISO:6330, 2012) was done on five chitosan treated acid
dyed samples of optimum conditions for each material (cotton, polyester, 50% cotton/ 50%
polyester blends, and 65% cotton/35% polyester blends) and results were compared to dyed
samples with zero chitosan treatment.
The samples were loaded into a horizontal front loading Miele Hydromatic W698 standard
washing machine with Polyester/Cotton, with ratio of load to ballast of 1/1.
A 20 grams of referenced detergent; ECE phosphate reference detergent type 3 without
optical brightening agent were added to the washing load. The washing cycle was done at 60
°C followed by 4 rinsing and spinning cycles.
The specimens and the ballast were immediately removed from the washing machine into
tumble dryer (Beko Sensor Drying). The load was tumble dried at the normal high heat
setting for 60 minutes. After drying one sample of each material was removed from the load
and the same procedure was repeated all over again until the last sample was washed for five
cycles. Washed samples were evaluated according to grey scale rating for the change in the
colour of the specimen according to (BS-EN-ISO:6330, 2012).
3.6.2.3. Colour fastness to perspiration
Colour fastness to perspiration is done to measure how fast the colour is for human sweat. In
this test chitosan padded samples were evaluated for colour fastness for perspiration,
according to (BS.EN.ISO:105-E04, 2009).
Coloured samples measuring (40 ± 2) mm × (100 ± 2) mm were attached to a multifibre
adjacent fabric complying with ISO 105-F10 of the same size. The coloured samples attached
79
to the multifibre adjacent fabric (the composite specimen) were immersed in one of two
solutions alkaline or acidic both containing histidine as follows:
Alkaline solution
The alkaline solution was freshly prepared with 0.5 gm/L of L-histidine monohydrochloride
monohydrate (C6H9O2N3·HCl·H2O) supplied by The British Drug Houses (BDH)
Biochemical, 5 gm/L of sodium chloride (NaCl), and 5 gm/L of disodium hydrogen
orthophosphate dodecahydrate (Na2HPO4·12H2O) supplied by The British Drug Houses
(BDH) GPR.
The solution was brought to pH 8 (± 0.2) with 0.1 mol/l sodium hydroxide solution.
Acid solution
The acidic solution was freshly prepared with 0.5 gm/L of L-histidine monohydrochloride
monohydrate (C6H9O2N3·HCl·H2O) supplied by The British Drug Houses (BDH)
Biochemical, 5 gm/L of sodium chloride (NaCl) and 2.2 gm/L of sodium dihydrogen
orthophosphate dihydrate (NaH2PO4.2H2O) supplied by The British Drug Houses (BDH)
GPR.
The solution was brought to pH 5.5 (± 0.2) with 0.1 mol/l sodium hydroxide solution
(BS.EN.ISO:105-E04, 2009).
The test procedure was done by placing each composite specimen in a flat-bottomed dish,
covering it with the prepared solution (alkaline or acidic) in a liquor ratio of 50:1, and then
soaking it in the solution for 30 minutes at the room temperature.
Each composite specimen was then placed between two acrylic plates to remove the excess
solution from the composite specimen (BS.EN.ISO:105-E04, 2009).
This process was repeated with all composite specimens; each composite specimen was
stacked between two acrylic-resin plates measuring approximately 60 mm × 115 mm × 1,5
mm. in size.
All acrylic plates with the composite specimens sandwiched between them were staked in a
standard testing device supplied by S.D.L. International Limited, consisting of a stainless
steel frame which have a weight-piece of mass approximately 5 kg and base of 60 mm × 115
mm closely fitted above the acrylic plates with the composite specimens between them. So
that a pressure of 12.5 kPa is applied on the tested specimens (BS.EN.ISO:105-E04, 2009).
80
The testing device along with the composite specimens were placed in a vertical position, in
an electrical oven for 4 hours at (37 ± 2) °C for 4 hours. The composite specimens were then
removed from the oven, coloured samples and multifibre specimen were separated and left to
air dry overnight (BS.EN.ISO:105-E04, 2009).
All testing specimens were evaluated on the datacolor spectrum 650 TM using the grey scale
for staining. Also the changes of depth of the shade in the tested samples were evaluated
according to the grey scale for colour change.
3.6.2.1. Scanning Electron Microscope analysis
Scanning Electron Microscope (SEM) is a powerful instrument which enables the
observation and characterization of materials surfaces on a local scale (Goldstein et al.,
2012).
In this research samples of untreated PET, cotton and their blends (50% cotton - 50% PET ,
and 65% cotton - 35% PET) compared to chitosan treated samples of optimum conditions
were titanium plated then SEM photos were taken to demonstrate the surface changes
between un treated and treated samples with chitosan.
3.7. Statistical analysis
Statistical analysis is a process of evaluating data using analytical and logical reasoning to
examine each set of data provided. This form of analysis is just one of the many steps that
must be completed when conducting a research experiment. Data from various experiments is
gathered, reviewed, and then analysed to form some sort of conclusion (Ennos, 2007).
In this research a set of tests and analysis were conducted using the mathematics computer
programme Stategraphics Centurion XV by Statpoint Inc. to analyse the findings of the
research and to determine if these findings are significant or not.
A data analysis for an experiment, i.e. the effect of chitosan fixation temperature on K/S
values of chitosan padded cotton samples would go through a set of steps to analyse the
findings, this example is shown below:
The value of mean µ (the average value of the measurements), standard deviation σ (a
measure of spread of a group of measurements from the mean)(Ennos, 2007), and standard
error SE (measurement of the difference between the sample and the true mean) (Hanneman
et al., 2012) were calculated for each sample according to equations 2, 3, and 4.
81
µ =∑ 𝑿𝒊
𝑵 (2)
Where
Xi = Sub value of observations
N = Number of observations(Ennos, 2007)
𝛔 = √∑(𝐗𝐢− µ)𝟐
𝐍 (3)
Where
µ = Mean value for observations
Xi= Sub value of observations
N= Number of observations (Ennos, 2007)
𝐒𝐄 = 𝛔/√𝐍 (4)
Where:
σ = Standard deviation; a measure of the amount by which a group of data is different from
their mean.
N = Number of observations (Ennos, 2007).
In the results and discussion section of this research, the mean values for each set of data are
presented in a point graph to show how is the variable i.e. fixation temperature as shown
below in figure 3.1, is affecting the K/S values of the investigated sample.
The standard error values are represented as error bars; a bars drown upwards and downwards
from the mean which represents the standard errors, to show how spread the sample repeats
from the mean value. Figure 3.1 shows the means and standard errors for the effect of
fixation temperature on the K/S values of the chitosan padded cotton samples.
82
Figure 3.1: Means and standard errors for the effect of fixation temperature on the K/S
values of the chitosan padded cotton samples
A regression model is done to quantify the liner relationship between two sets of paired
measurements, and to produce an equation that could be used in the prediction of new values
when the variable changes. The equations for each factor could be seen in appendix A, B, and
C.
The equation of the fitted model is:
𝐲 = 𝐚 + 𝐛𝐱 (5)
Where
y = Independent variable which in this research K/S value
a = Constant
b = Slope or the gradient of a straight line
x = Variables i.e. temperature
The results were then fitted into a regression model which describes for example the
relationship between the fixation temperature and K/S values of chitosan padded PET
samples, as shown below.
These data are presented in Appendix A, B, and C in the graphs showing the plots of fitted
models, where the blue line represents the fitted model, the red lines represent the upper and
the lower prediction limits and the violet lines represent the upper and lower confidence
limits for the fitted model.
Figure 3.2 shows the plot of fitted model illustrating the effect of fixation temperature on the
K/S values of the chitosan padded cotton samples
Means and standard errors of fixation temp effect on the K/S of cotton samples
Temperature (°C)
K/S
0 120 140 160 180
0
2
4
6
8
83
Figure 3.2: Plot of fitted model illustrating the effect of fixation temperature on the K/S
values of the chitosan padded cotton samples
A T-test was conducted on the K/S data for each experiment to compare two means and to
show if they are different from each other. The T-test also shows how significant the
differences are by calculating P-value.
The P-value is the probability that the results from the data occurred by chance. P-values are
from 0% to 100%, A P-value of 5% is 0.05. A P-value of 0.05 (5%) is accepted and means
the data is valid (Ennos, 2007).
An ANOVA test is a way to find out if an experiment results are significant or not. Basically,
it tests a group of data to see if there’s a difference between them. The only problem with
Anova is that the results of the Anova test will show if there is a difference in means,
however, it won’t pinpoint which means are different. This is why a multiple range test was
done to measure specific differences between pairs of means. Results of Anova tests and
multiple range test could be also seen in appendix A, B, and C.
Plot of Fitted Model of fixation temperature effect on K/S of cotton samples
Temperature °C
K/S
0 20 40 60 80 100 120 140 160 180 200 220 240
0
2
4
6
8
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4. Chapter Four: Using the padding process to improve the
dyeability of cotton, polyester, and cotton/polyester blends
4.1. Introduction
5. Disperse dyes are insoluble in water; they are used in dyeing polyester which has a compact
and crystalline structure. To achieve stable aqueous dispersions while dyeing polyester
fabrics, dispersing agents are applied with disperse dyes.
6. The glass transition temperature of polyester is around 80° C which is considered to be high,
this requires applying high temperature when dyeing polyester fabrics with disperse dyes in
order to achieve high dyeability rates (Fité, 1995).
To avoid the use of high temperatures, helping agents are used to speed up the dyeing process
in order to reduce the heat energy hence increasing the cost effectiveness of the dyeing
process (Fité, 1995).
Carriers with low molecular weights such as amines, aromatic hydrocarbons, phenols and
ethers are absorbed quickly in the dyeing process and are used to speed up the dyeing rate of
polyester fabrics under atmospheric pressure and without using very high temperatures (Fité,
1995).
Despite the advantages of using the carriers in the dyeing process, sometimes polyester
fabrics can be subjected to partial plasticising when using the carriers and this is not desirable
as it affects the structural properties of polyester fibres (Fité, 1995).
In this chapter the use of chitosan was studied in order to improve the dyeability of polyester
fabrics with acid dyes to avoid the problems associated with disperse dyeing.
Polyester/cellulose blends are one of the popular blends; they have the advantages provided
by both fibre types i.e. cotton and polyester. Cotton fibres provide the blend with good
absorption for moisture which in return reduces the static electricity and hence increases the
comfortability of such blending; while polyester fibres provides the blend with good physical
properties i.e. enhanced tensile strength, dimensional stability, abrasion resistance and easy
care advantage for the produced blends (Ingamells, 1993).
On the other hand blended fabrics are a challenge to dye; the requirements for dyeing
hydrophobic fibres like polyester vary from the requirements to dye hydrophilic fibres such
as cotton. Although polyester and cotton fibres need completely different techniques in the
dyeing process but for production and cost effectiveness purposes new single-bath operations
85
have been developed in order to dye these two different fibres existing in the same fabric in
one bath using disperse and vat dyes or disperse and reactive dyes (Ingamells, 1993).
These techniques are relatively expensive and require special dyes that are stable under
different conditions, this is why in this research the aim is to improve the dyeability of
polyester/cellulose blends using chitosan treatments to be dyed in one bath using acid dye.
4.2. Initial experimental approaches
The research work had to go through several initial trials to find the most suitable approach to
start the research with; these trials are explained below.
4.2.1. The optimum temperature for sodium hydroxide NaOH pretreatment of
polyester
Samples of 100% polyester (35gm/m2) fabric were pretreated with NaoH with different
concentrations (1, 2, and 3% o.f.w) at different temperatures (40, 60, and 80° C) for (30,45,
and 60 minutes). Samples were then washed with distilled water, immersed in a 3% acetic
acid solution and then treated with 0.2% chitosan of low molecular weight and liquor ratio
1:20 in an exhaustion bath at 60° C for 45 minutes. After dyeing, Samples showed no trace of
colour which led to further investigations.
4.2.2. Effect of increasing chitosan of low molecular weight concentration on the colour
strength of polyester samples
After failing in accomplishing a satisfactory result in the previous experiment, the same
procedure was done with higher concentration of low molecular weight chitosan. The same
procedure was done with chitosan concentrations of (2, 4, 6% o.f.w), at exhaustion
temperature 100° C for 60 minutes After dyeing samples gave unsatisfactory results, the
experiment was terminated. Figure 4.1 shows a photos of the produced samples.
86
Figure 4.1: Samples for initial trials of effect of increasing chitosan of low molecular
weight concentration on the colour strength of polyester samples
4.2.3. The use of pad- dry- cure process instead of exhaustion process for chitosan
treatment
Several trials of the use of the exhaustion method with chitosan pretreatment of 100%
polyester (35gm/m2) fabric were studied. In another direction, after pretreatment with NaOH,
polyester samples were padded with a solution of 2 % chitosan of low molecular weight with
1% acetic acid, and L:R 1:20 in a pad- dry- cure process.
Samples fixation was carried at (60, 80, and 100° C) for (4, 6, 8, and 10 min). Samples were
then dyed with acid dye Nylanthrene Navy C-WG. The results showed good chitosan fixation
on polyester samples. Samples were in light blue while it should be a navy-blue.
It was concluded that the use of the pad- dry- cure process in chitosan treatment was better
than the exhaustion process in chitosan treatment, but the work needed further investigation.
Figure 4.2 shows the samples of initial trails for applying the use of pad- dry- cure process
instead of the exhaustion process for chitosan treatment.
87
Figure 4.2: Samples of initial trails for the use of pad- dry- cure process instead of the
exhaustion process for chitosan treatment
4.2.4. The use of high molecular weight vs. low molecular weight chitosan
A high molecular weight chitosan was used instead of low molecular weight chitosan.
After pretreatment with a solution of 20% NaOH, and liquor ratio (L: R) 1:20. at 80° C for 30
minutes, a solution of 2% high molecular weight chitosan and 1% acetic acid and liquor ratio
(L: R) 1:10 was prepared.
Polyester samples were padded in the high molecular weight chitosan solution and then cured
at 100° C for 8 minutes. Samples showed good colour, samples were in light blue while it
should be a navy-blue. The conclusion was that the use of high molecular weight chitosan
was better than low molecular weight chitosan, but the work needed further investigation.
4.2.5. The use of basic dyes
An experiment was carried out using basic dye; Maxilon BLUE S-L 200% obtained from
Ciba Dyes and Chemicals, Cheshire, instead of acid dye Nylanthrene Navy C-WG.
100% cotton (54 gm/m2) and 100% polyester (35gm/m
2) samples were printed with chitosan,
heat fixed and then dyed with Maxilon Blue S-L 200%. The results showed very good
fixation of the chitosan. In the case of cotton samples, the dye was completely absorbed from
the dye bath leaving a clear solution which proves the ability to use basic dye to dye chitosan
printed samples. Figure 4.3 shows the samples of initial trails using Maxilon BLUE S-L
200%.
88
Figure 4.3: Samples of initial trails for the use of basic dye
4.2.6. The use of chitosan with di methylol di hydroxy ethylene urea DMDHEU
compared to the use of chitosan with acetic acid
A study on the use of di methylol di hydroxy ethylene urea (DMDHEU) with chitosan was
conducted and compared to the adopted method through the work; chitosan combined with
acetic acid.
A padding solution of 2% chitosan, 8 gm/L DMDHEU, and 0.8 gm/L ZnCl2 was prepared,
polyester samples were padded in this solution, cured and then dyed. The results showed poor
fixation of chitosan compared to the chitosan-acetic solution.
After curing, the water evaporated leaving a powdery residue on samples that could be
removed easily by hand. The experiment was dismissed for the poor results and the health
issues related to the use of DMDHEU. Figure 4.4 shows the poor results of samples textile
samples using chitosan with di methylol di hydroxy ethylene urea.
Figure 4.4: Samples of initial trials for the use of chitosan with DMDHEU
89
The aforementioned samples were done to find the best way to prepare and apply chitosan on
polyester. Several trials were done using 0.2% chitosan concentration which didn’t give
noticeable results as shown in figure 4.2.
Then a trial of pad-cure-dye method was done instead of exhaustion which gave better
results. Several trials were done after that to get to the point that it could be confirmed that
chitosan is successfully fixed on polyester. The new results are displayed in Figure 4.5, the
successful trial led the way to trying more materials like cotton and cotton/polyester blends
using the same route.
Figure 4.5: Successful sample of polyester fabric padded in chitosan and dyed with acid
dye
4.2.7. Polymer loading calculation
Three samples of each material i.e. cotton, polyester, 50-50%, and 65% cotton- 35%
polyester were cut to the same size; samples were frayed to prevent the loss of any threads.
Samples were kept in a desiccator with calcium chloride to absorb moisture existing in the
samples.
Samples were weighed for 15 days until the weight values were nearly stable, this was to get
the actual weight of the samples without any moisture. Samples were then printed with
chitosan, air dried, weighed and then kept in a desiccator for two weeks. This was done to
calculate how much the uptake of chitosan for each material is. The results are showed in
table 4.1:
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Table 4.1. Weight gain after chitosan printing of cotton, polyester, 50% cotton-50%
polyester blend and 65% cotton-35% polyester blend
Before chitosan printing After chitosan printing
Polymer
loading (%)
Weight
1 in
grams
Weight
2 in
grams
Weight
3 in
grams
Average
dry
weight of
untreated
sample
Weight
1 in
grams
Weight
2 in
grams
Weight
3 in
grams
Average
dry
weight
of
treated
sample
Cotton Sample
1 4.2285 4.2232 4.2229
4.2781
gm.
4.3985 4.3809 4.3784
4.448
gm. 3.97%
Cotton Sample
2 4.3580 4.2480 4.2477 4.4167 4.5036 4.4730
Cotton Sample
3 4.3470 4.3447 4.3449 4.5091 4.4930 4.4927
Polyester
Sample 1 2.8386 2.8357 2.8358
3.0084
gm.
2.9925 2.9914 2.9902
3.1136
gm 3.5%
Polyester
Sample 2 3.1 3.0946 3.0938 3.2008 3.1983 3.1984
Polyester
Sample 3 3.0984 3.0971 3.0957 3.1515 3.1516 3.1521
50% cotton-50%
polyester blend 3.0348 3.035 3.0329
3.0493
gm.
3.1456 3.1436 3.1428
3.1572
gm. 3.54%
50% cotton-50%
polyester blend 3.1718 3.0968 3.0965 3.1703 3.1686 3.1681
50% cotton-50%
polyester blend 3.0213 3.0196 3.0184 3.1630 3.1614 3.1608
65% cotton-35%
polyester blend
Sample 1
3.6984 3.6818 3.6809
3.7207
gm.
3.7999 3.7986 3.7982
3.8621
gm. 3.8%
65% cotton-35%
polyester blend
Sample 2
3.9179 3.8732 3.7829 3.9692 3.9693 3.9684
65% cotton-35%
polyester blend
Sample 3
3.7018 3.6994 3.6984 3.8221 3.82 3.8197
The average oven dry weight of untreated and chitosan treated samples were calculated for
each material. Then polymer loading% of each set of samples were determined using
equation 6 (Rana et al., 2016):
91
Polymer loading% = (𝑾𝟐 – 𝑾𝟏)/𝑾𝟏 × 𝟏𝟎𝟎% (6)
Where,
W1=Average dry weight of untreated sample,
W2=Average oven dry weight of sample after treatment.
4.3. Experiments
4.3.1. Chitosan treatment
Samples pretreated with NaOH previously explained in 3.5.2. along with cotton samples were
padded in different concentrations of chitosan in padding solutions of (5, 10, 15, 20, 25
gm/L) with 3% acetic acid, and L:R 1:10 as explained in 3.5.3. Samples were cured at (120,
140, 160, 180, 200, 220 °C), for (1, 2, 3, and 4 minutes) to study the optimum conditions for
chitosan fixation.
4.3.2. Dyeing with acid dyes
Grafted samples with chitosan were dyed with the acid dye Nylanthrene Navy C-WG, in a
dyeing bath containing 2% dye (of substrate weight), 5% sodium sulphate, and 4% formic
acid in a L:R 1:20.
The dye bath starts with sodium sulphate, and formic acid, at pH 2-3 , adding the dissolved
dye and checking the pH, treatment for 15 minutes at 40 °C., finally increasing the
temperature to 100 °C over 30 min. and dye for 30 minutes.
4.3.3. Samples evaluation
4.3.3.1.Colour strength evaluation
Colour strength measurements of the printed samples were carried out using a
spectrophotometer. The colour strength (K/S values) of the dyed samples were determined as
explained in chapter three.
4.3.3.2.Colour fastness to crocking
This test is designed to determine the resistance of the colour of textiles to rubbing off and
staining other materials. The test was done on a Crockmaster by James H. Heal & Co Ltd, an
agreeable apparatus with the Technical Manual of the American Association of Textile
92
Chemists and Colourists (AATCC) as explained in chapter three (BS.EN.ISO-105-
X12:2002).
4.3.3.3.Colour fastness to perspiration
Colour fastness to perspiration was done to measure how fast the colour is for human sweat.
In this test chitosan printed samples were evaluated for colour fastness for perspiration,
according to (BS.EN.ISO:105-E04, 2009) as explained thoroughly in chapter three.
4.3.3.4.Colour fastness to domestic and commercial laundering
A domestic washing test (BS-EN-ISO:6330, 2012) was done on five chitosan printed, acid
dyed samples of optimum conditions from each material (cotton, polyester, 50% cotton- 50%
polyester blends, and 65% cotton-35% polyester blends) and compared to dyed samples with
zero chitosan treatment as explained in chapter three.
4.4. Results and discussions
4.4.1. Effect of sodium hydroxide concentration on the K/S values of chitosan padded
textile fabrics
The following results show the effect of Sodium hydroxide concentration in the pretreatment
of polyester samples, cotton/polyester samples (50%-50%, and 65%-35%) on the chitosan
fixation and K/S values of the dyed samples.
Fabrics were treated with (5, 10, 15, 20 and 25 gm/L) of sodium hydroxide at 80 °C for 30
minutes in L: R 1: 20. After exhaust bath, samples were washed with distilled water and 3%
acetic acid, dried, padded with chitosan solution of chitosan 20 gm/L, 3% acetic acid at L:R
1:10, cured at 180° C for 4 minutes, after that samples were dyed with Nylanthrene Navy C-
WG acid dye and then evaluated for colour strength.
4.4.1.1.Effect of sodium hydroxide concentration on the K/S values of PET samples
As mentioned in the experimental part, three samples of PET fabric where pretreated with
NaOH in an exhaustion bath containing sodium hydroxide of different concentrations (5, 10,
15, 20, 25 gm/ L) and liquor ratio (L:R) 1:20.
The treatment was done at 80 °C for 30 minutes. The samples were then rinsed with distilled
water and 3% acetic acid, air dried and then padded in a solution of 20 gm/L chitosan with
3% acetic acid, and L:R 1:10.
93
Samples were cured at 180 °C for 4 minutes then dyed with acid dye; Nylanthrene Navy C-
WG, in an exhaustion dyeing bath containing 2% dye (of substrate weight), 5% sodium
sulphate, 4% formic acid, and L:R 1:20 at pH 2-3.
The dye bath started with a temperature of 40 °C for 15 minutes, then the temperature was
increased up to 100 °C over 30 minutes by increasing the temperature gradually by (2 °C /
min.), samples were dyed for 30 minutes and the K/S values of all the samples were
evaluated on a datacolor 650 spectrophotometer.
Table 4.2 shows the mean K/S values for samples treated by different NaOH concentrations.
Table 4.2: The K/S means values of PET samples treated with different NaOH
concentrations
NaOH concentration (grams) Number of samples K/S mean values
0 3 0.62
5 3 3.91
10 3 4.22
15 3 4.32
20 3 4.78
Figure 4.6: Effect of NaOH concentration on the k/s values of the chitosan padded PET
samples
From figure 4.6, for a given set of NaOH concentration, it is clear that by increasing the
NaOH concentration up to 15 g/L the K/S values increased. The K/S values tend to decrease
with further increase in the NaOH concentration.
Means and standard errors of NaOH conc. effect on K/S of PET samples
NaOH concentration (grams)
K/S
0 5 10 15 20 25
0
1
2
3
4
5
6
94
This could be due to the fact that by increasing the NaOH concentration in the pretreatment
over 15 g/L the NaOH tends to break the open linkages on the polyester surface instead of
opening new ones, this leads to the decrease in colour strength of the samples.
The figure also shows the standard error for each sample i.e. measurement of standard
deviation of sampling distribution (Hanneman et al., 2012).
The results are fitting a regression model which describes the relationship between K/S
values of chitosan padded PET samples and the NaOH Concentration in the pretreatment.
The P-value was less than 0.05, which indicate there is a significant relationship between the
K/S values of chitosan padded PET samples and the NaOH Concentration in the pretreatment
of PET samples at the 95.0% confidence level.
The R2 value of 84.17% indicates that the model as fitted can explain 84.17% of the
variability in K/S values of chitosan padded PET samples.
The multiple range tests showed that there is a significant difference between non treated
PET samples with NaOH and treated samples.
By increasing the NaOH concentration in the pretreatment of PET, the difference is
significant until reaching 15 g/L which is not significantly different to 10 g/L. This again
changes by reaching 20 g/L where the K/S values start to decrease which makes a significant
difference between the means of 15 g/L and 20 g/L groups.
The biggest difference when comparing between untreated and treated samples, was between
0 and 15 g/L. It could be understood from the multiple range tests that the pretreatment of
PET samples with NaOH would make a significant difference on the K/S values of PET
samples.
As a conclusion the optimum NaOH concentration for the pretreatment of chitosan padded
PET samples was found to be 15 g/L NaOH in the pretreatment of PET samples as it gave the
highest values of K/S levels and made the biggest level of difference between treated and
untreated samples.
4.4.1.2. Effect of Sodium hydroxide concentration on the K/S values of 50% cotton- 50%
PET samples
Samples of 50% cotton - 50% PET (Blend 1) were treated with different concentrations of
NaOH according to the same procedure done on PET in part 4.4.1.1.
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Table 4.3: K/S mean values of blend 1 samples treated with different NaOH
concentrations
NaOH concentration Number of samples K/S mean values
0 3 1.08
5 3 4.29
10 3 4.99
15 3 5.17
20 3 5.22
25 3 5.75
Figure 4.7: Standard errors for the effect of NaOH concentration on the K/S values of
the chitosan padded 50% cotton – 50% PET samples
From figure 4.7, it is clear that the K/S values of 50% cotton – 50% PET samples increases
by the increase of NaOH concentration (up to 15 g/L) in the pretreatment.
By increasing the NaOH concentration further and as expected the K/S values tend to
decrease. This is as explained in section 4.4.1.1 could be due to the fact that by increasing the
NaOH concentration in the pretreatment over 15 g/L the NaOH tends to break the open
linkages on the polyester surface instead of opening new ones which leads to the decrease in
the colour strength of the samples. The figure also shows the standard error for each sample
as explained previously.
A regression analysis showed a model describing the relationship between K/S values of
chitosan padded (50% cotton – 50% PET) samples and the NaOH concentration in the
pretreatment.
Means and standard errors of NaOH conc. effect on K/S of blend 1 samples
NaOH concentration (grams)
K/S
0 5 10 15 20 25
0
1
2
3
4
5
6
96
The P-value is less than 0.05, which shows that there is a significant relationship between the
K/S values of chitosan padded 50% cotton – 50% PET samples and the NaOH Concentration
in the pretreatment of 50% cotton – 50% PET samples at the 95.0% confidence level.
The R2 value of 85.2% means that the model as fitted explains 85.2% of the variability in K/S
values of chitosan padded 50% cotton – 50% PET samples.
The ANOVA analysis showed that the P-value of the F-test is 0 which is less than 0.05,
which means that there are significant differences between the means of K/S values of
chitosan padded (50% cotton – 50% PET) samples, this significant difference varied from
some levels of NaOH concentration to others at the 95.0% confidence level. To tell
which NaOH Concentration is different from others a Fisher's least significant difference
analysis (LSD) was done.
The Multiple Range Tests showed that there is a significant difference between non treated
(50% cotton – 50% PET) samples and NaOH treated samples with concentration of 5 g/l.
When NaOH concentration increased from 5 g/L to 10 g/L in the pretreatment of (50% cotton
– 50% PET) the difference was not significant. Increasing the NaOH concentration again
from 10 g/L to 15 g/L in the pretreatment of (50% cotton – 50% PET) showed a significant
difference again.
This again changes by reaching 20 g/L where the K/S values starts to decrease which makes a
significant difference between the means of 15 g/L and 20 g/L groups. The highest level of
difference was at NaOH concentration of 15 g/L. The Multiple Range Tests along with
Anova and regression analysis could be seen in appendix A.
It could understood from the multiple range tests that the pretreatment of (50% cotton – 50%
PET) samples with NaOH would make a significant difference on the K/S values of (50%
cotton – 50% PET) samples and that the highest level of difference was at level of NaOH
concentration of 15 g/L.
As a conclusion the optimum NaOH concentration for the pretreatment of chitosan padded
(50% cotton – 50% PET) samples was found to be 15 g/L.
4.4.1.3. Effect of sodium hydroxide concentration on the K/S values of 65% cotton-
35% PET samples
Samples of 65% cotton - 35% PET (Blend II) where treated with different concentrations of
NaOH according to the same procedure done on PET in part (4.4.1.1.).
97
Table 4.4 shows the K/S mean values of blend II samples treated with different NaOH
concentrations.
Table 4.4: the K/S mean values of 65% cotton- 35% PET samples for each NaOH
concentration.
NaOH concentration Number of samples K/S mean values
0 3 1.32
5 3 5.87
10 3 5.97
15 3 6.88
20 3 5.23
25 3 4.17
Figure 4.8: Standard errors for the effect of NaOH concentration on the K/S values of
the chitosan padded 65% cotton – 35% PET samples
Figure 4.8 shows the effect of NaOH concentration in the pretreatment of 65% Cotton- 35%
PET on the K/S values of the chitosan padded 65% cotton – 35% PET samples. From the
figure it could be seen that the K/S values of 65% cotton – 35% PET samples increased by
the increase of NaOH concentration (up to 15 g/L) in the pretreatment. K/S values tend to
decrease by increasing the NaOH concentration. This could be due to that by increasing the
NaOH concentration it tends to break the open linkages on the polyester surface instead of
opening new links, hence decreasing the colour strength.
The results fitted into a simple linear regression describing the relationship between K/S
values of chitosan padded (65% cotton – 35% PET) samples and the NaOH Concentration in
K/S
NaOH concentration (grams)
Means and standard errors of NaOH conc. effect on K/S values of blend 2 samples
0 5 10 15 20 25
0
2
4
6
8
98
the pretreatment. The R2 value of 87.1 % means that the model as fitted explains 87.1 % of
the variability in K/S values of chitosan padded 65% cotton –35% PET samples.
The P-value of 0 in the ANOVA analysis which is less than 0.05 means that there is a
significant differences between the means of K/S values of chitosan padded (65% cotton –
35% PET) samples at the 95.0% confidence level. LSD (Fisher's least significant difference
analysis) was done to determine which NaOH Concentration is significantly different from
another.
The multiple range tests showed that there is a significant difference between non treated
(65% cotton – 35% PET) samples with NaOH and treated samples.
It also shows that by increasing the NaOH concentration from 5 g/L to 10 g/L in the
pretreatment of (65% cotton – 35% PET) the difference is not significant. Also increasing the
NaOH concentration from 10 g/L to 15 g/L and from 15 g/L and 20 g/L and 20 g/L and 25
g/L in the pretreatment of (65% cotton – 35% PET) showed a significant difference again.
The highest level of difference was NaOH concentration of 15 g/L. It could be understood
from the multiple range tests that the pretreatment of (65% cotton – 35% PET) samples with
NaOH would make a significant difference on the K/S values of PET samples and that the
highest level of difference was at level of NaOH concentration of 15 g/L.
As a conclusion the optimum NaOH concentration for the pretreatment of chitosan padded
(65% cotton – 35% PET) samples was found to be 15 g/L.
4.4.2. Effect of chitosan fixation temperature on K/S values of chitosan padded textile
fabrics
The following results show the effect of chitosan fixation temperature on the K/S values of
polyester, 50% cotton-50% PET, 65% cotton-35% PET, and cotton fabrics.
Fabrics were treated with 15 gm/L of sodium hydroxide except for cotton at 80 °C for 30
minutes in L:R 1: 20.
After exhaust bath, samples were washed with distilled water and 3% acetic acid, dried,
padded with chitosan solution of chitosan 20 gm/L, and 3% acetic acid at L:R 1:10, cured at
(120, 140, 160, and 180 °C), in the case of PET samples the experiment was also extended to
200 and 220 °C.
The rest of the samples where fixed up to 180 °C only because by raising the temperature
higher than 180 °C the samples started to burn and turn yellow because of the cotton
99
percentage existing in them. All samples were fixed for 4 minutes, after that samples were
dyed with Nylanthrene Navy C-WG acid dye and then evaluated for colour strength.
4.4.2.1. Effect of chitosan fixation temperature on the K/S values of PET samples
Pretreated PET samples with NaOH solution of 15 g/L were padded in chitosan and thermally
fixed at (120, 140, 160, 180, 200 and 220 °C) to study the effect of fixation temperature on
the K/S values of chitosan padded PET samples.
Table 4.5 shows the mean K/S values of each set of temperature for three samples each.
Table 4.5: The K/S means values of PET samples for each fixation temperature
Temperature Number of samples K/S mean values
0 3 0.62
120 °C 3 1.76
140 °C 3 2.04
160 °C 3 3.39
180 °C 3 4.14
200 °C 3 6.46
220 °C 3 6.78
Figure 4.9: Means and standard errors for the effect of fixation temperature on the K/S
values of the chitosan padded PET samples
From figure 4.9, for a given set of fixation temperatures, it could be seen that the K/S values
of chitosan padded PET samples increase by the increase of fixation temperature to 200 °C.
By increasing the fixation temperature of chitosan padded PET samples to 220°C the K/S
Temperature (°C)
K/S
0 120 140 160 180 200 220
Mean and standsrd deviation of Temerature effect on K/S of PET samples
0
2
4
6
8
100
values slightly increase with a slightly yellowness caused by chitosan deposited on the
surface of PET samples. The figure also shows the standard error for each sample.
The P-value in the regression analysis is less than 0.05, which shows that there is a
significant relationship between the K/S values of chitosan padded PET samples and the
fixation temperature of PET samples at the 95.0% confidence level.
The R2 value of 96.43 % means that the model as fitted explains 96.43 % of the variability in
K/S values of chitosan padded PET samples.
The ANOVA analysis showed that the P-value is 0 which is less than 0.05 meaning that there
is a significant difference between the mean of K/S values of chitosan padded PET samples
of one set of fixation temperature to anther at the 95.0% confidence level.
Fisher's least significant difference analysis was done to determine which fixation
temperature is significantly different from another.
The multiple range tests showed that there is a significant difference between non treated
PET samples and treated samples with chitosan at any set of fixation temperature. It also
shows that by increasing the fixation temperature from 120 °C to 140 °C for PET samples the
difference was not significant, and after that increasing the fixation temperature from 140 °C
to 220 °C, PET samples showed a significant difference.
The highest level of difference was at temperature of 220 °C but this could be due to the
chitosan deposited on the surface of PET samples turning yellow, which would affect the
spectrophotometer reading. It could be understood from the multiple range tests that the
pretreatment of PET samples with chitosan would make a significant difference on the K/S
values of PET samples when fixed and that the highest level of difference was at temperature
of 220 °C.
As a conclusion the optimum fixation temperature of chitosan padded PET samples was
found to be between 200 and 220 °C as it gave the highest values of K/S levels and made the
highest level of difference between untreated and treated samples.
In the next part of this research, a fixation temperature of 200 °C was chosen to be the
optimum fixation temperature for chitosan padded PET samples, to avoid the yellowness of
samples
101
4.4.2.2. Effect of fixation temperature on the K/S values of 50% Cotton- 50% PET
samples
Samples of 50% cotton - 50% PET (Blend 1) where pretreated with NaOH solution of 15 g/L
, then were padded in chitosan and thermally fixed at (120, 140, 160, 180 °C) to study the
effect of fixation temperature on the K/S values of chitosan padded 50% cotton - 50% PET
samples.
It is worth mentioning that a trial was done with fixation temperature of 200 °C but the colour
of the samples changed to yellow because of the existence of cotton percentage in the blend,
which affected the overall colour and would give false results, that is why the fixation
temperature of 200 °C was excluded from the experiment.
Table 4.6 shows the mean K/S values of each set of fixation temperatures for the studied
samples
Table 4.6: The K/S mean values of blend 1 samples for each fixation temperature three
samples each
Temperature Number of samples K/S mean values
0 3 1.08
120 °C 3 2.06
140 °C 3 4.3
160 °C 3 5.64
180 °C 3 5.75
Figure 4.10: Effect of fixation temperature on the K/S values of the chitosan padded
50% cotton – 50% PET samples
Temperature (°C)
K/S
Means and standard errors of fixation temp. effect on K/S of blend 1 samples
0 120 140 160 180
0
1
2
3
4
5
6
102
From figure 4.10, it is clear that the K/S values of 50% cotton – 50% PET samples increased
by the increase of fixation temperature of chitosan padded samples. The Highest K/S values
where at 180 °C, after that by increasing the fixation temperature further to 200 °C as
mentioned in previous part, samples colour changed to yellow because of the existence of
cotton percentage in the blend, this affected the overall colour and would give an inaccurate
colour evaluation, that is why the fixation at temperature 200 °C was not carried out, the
figure also shows the standard error for each sample.
The P-value for the regression model was less than 0.05, which shows that there is a
significant relationship between the K/S values of chitosan padded 50% cotton – 50% PET
samples and the fixation temperature of 50% cotton – 50% PET samples at the 95.0%
confidence level. The R2 value of 90.24 % means that the model as fitted explains 90.24 % of
the variability in K/S values of chitosan padded 50% cotton – 50% PET samples.
To determine which fixation temperature is different from another a Fisher's least significant
difference analysis (LSD) was done.
Results also showed significant difference between non treated (50% cotton – 50% PET)
samples and thermofixed samples at any temperature. Increasing the fixation temperature
from 120 °C to 160 °C gave a significant difference.
When increasing the fixation temperature to 180 °C, the increase of K/S values was
insignificant which made an insignificant difference between the means of 160 °C and 180
°C groups.
The highest level of difference was achieved at 180 °C. It could understood that the fixation
of chitosan would make a significant difference on the K/S values of (50% cotton – 50%
PET) samples and that the highest level of difference was at fixation temperature of 160 to
180 °C.
As a conclusion the optimum fixation temperature for the chitosan padded (50% cotton –
50% PET) samples was found to be between 160 and 180 °C because there is no significant
difference between them.
In this investigation a fixation temperature of 180 °C was chosen to be used as an optimum
fixation temperature for (50% cotton – 50% PET) samples.
103
4.4.2.3. Effect of fixation temperature on the K/S values of 65% cotton- 35% PET
samples
Samples of 65% cotton - 35% PET (Blend II) were pretreated with NaOH solution of 15 g/L ,
then were padded in chitosan solution and thermally fixed at (120, 140, 160 and 180 °C) to
study the effect of fixation temperature on the K/S values of chitosan padded 65% cotton -
35% PET samples.
A trial was done with fixation temperature 200 °C as mentioned in (4.1.2.2) but samples
colour changed to yellow again because of the existence of cotton percentage in the blend,
which is why the fixation temperature 200 °C was also excluded from this part of the
research.
Table 4.7 show the mean values of K/S for each set of fixation temperatures.
Table 4.7: The K/S mean values of 65% cotton- 35% PET samples for each fixation
temperature
Temperature Number of samples K/S mean values
0 3 1.32
120 °C 3 2.21
140 °C 3 4.5
160 °C 3 5.98
180 °C 3 6.85
Figure 4.11: Means and standard errors for the effect of fixation temperature on the
K/S values of the chitosan padded 65% cotton – 35% PET samples
Temperature (°C)
K/S
0 120 140 160 180
Means and standard errors of fixation temp. effect on K/S of blend2 samples
0
2
4
6
8
104
From figure 4.11, it is clear that the K/S values of 65% cotton – 35% PET samples increased
by the increase of fixation temperature of chitosan padded samples. The Highest K/S values
were at 180 °C. Increasing the fixation temperature to 200 changed the colour of the samples
to yellow as aforementioned, which is why the fixation temperature 200 °C was excluded
from the experiment. The figure also shows the standard error for each sample as explained
previously.
The P-value in the ANOVA table was less than 0.05, which showed that there is a significant
relationship between the K/S values of chitosan padded 65% cotton – 35% PET samples and
the fixation temperature of 65% cotton – 35% PET samples at the 95.0% confidence level.
The R2 value of 95.04 % means that the model as fitted explains 95.04 % of the variability in
K/S values of chitosan padded 65% cotton – 35% PET samples.
A Fisher's least significant difference analysis (LSD) was carried out to determine
which fixation temperature is different from another. Multiple range tests showed that there is
a significant difference between non treated (65% cotton – 35% PET) samples and thermos-
fixed samples at any temperature.
Increasing the fixation temperature from 120 °C to 180 °C gave a significant difference. The
highest level of difference was at 180 °C. It is then concluded that the fixation of chitosan
made a significant difference on the K/S values of (65% cotton – 35% PET) samples and that
the highest level of difference was at fixation temperature of 180 °C.
It is concluded that the optimum fixation temperature for the chitosan padded (65% cotton –
35% PET) samples was 180 °C.
4.4.2.4. Effect of fixation temperature on the K/S values of cotton samples
Cotton samples where padded in chitosan solution and thermally fixed at (120, 140, 160, 180
°C) to study the effect of fixation temperature on the K/S values of chitosan padded cotton
samples.
Table 4.8 shows the mean values of K/S for each set of fixation temperature.
Table 4.8: The mean values of K/S for cotton samples treated with different fixation
temperatures
Temperature Number of samples K/S mean values
0 3 1.53
120 °C 3 2.05
140 °C 3 4.92
160 °C 3 6.49
180 °C 3 7.19
105
Figure 4.12: Means and standard errors for the effect of fixation temperature on the
K/S values of the chitosan padded cotton samples
K/S values of cotton samples, as shown in figure 4.12 increase by the increase of fixation
temperature of chitosan padded samples. The Highest K/S value was at 180 °C, the fixation
temperature was not raised to 200 °C as mentioned previously, as this caused the colour of
the samples to change to yellow, which would affect the accuracy of the reading of the
spectrophotometer. .
The P-value in the ANOVA table was less than 0.05 showing that there is a significant
relationship between the K/S values of chitosan padded 91.9006 %samples and the fixation
temperature of cotton samples at the 95.0% confidence level.
The R2 value of 91.9 % means that the model as fitted explains 91.9 % of the variability in
K/S values of chitosan padded cotton samples.
A Fisher's least significant difference analysis (LSD) was conducted on data to tell
which fixation temperature is different from another, results showed that there is a significant
difference between non treated cotton samples and chitosan padded samples at any fixation
temperature.
Increasing the fixation temperature from 120 °C to 180 °C gave a significant difference. The
highest level of difference occurred at 180 °C. It could be understood that the fixation of
chitosan cotton samples would make a significant difference on the K/S values of cotton
samples and that the highest level of difference was at fixation temperature of 180 °C.
Means and standard errors of fixation temp effect on the K/S of cotton samples
Temperature (°C)
K/S
0 120 140 160 180
0
2
4
6
8
106
As a conclusion the optimum fixation temperature for the chitosan padded cotton samples
were found to be 180 °C.
4.4.3. Effect of chitosan fixation time on the K/S values of chitosan padded textile
fabrics
The following results show the effect of chitosan fixation time on the K/S values of polyester,
50% cotton-50% PET, 65% cotton-35% PET, and cotton fabrics.
Fabrics were treated with 15 gm/L of sodium hydroxide except for cotton at 80 °C for 30
minutes in L:R 1: 20. Samples were washed after the exhaust bath with distilled water and
3% acetic acid, dried, padded with chitosan solution of chitosan 20 gm/L, and 3% acetic acid
at L:R 1:10, cured at 180 °C for cotton, blend 1 and blend 2 and 200 °C in the case of PET
samples.
Samples were fixed for 1, 2, 3, and 4 minutes, after that samples were dyed with Nylanthrene
Navy C-WG acid dye and then evaluated for colour strength.
4.4.3.1.Effect of fixation time on the K/S values of PET samples
PET samples were pretreated with NaOH solution of 15 g/L where padded in chitosan and
thermally fixed at 200 °C for 1, 2, 3, and 4 minutes, to study the effect of fixation time on the
K/S values of chitosan padded PET samples, table 4.9 shows the mean K/S values of each set
of time.
Table 4.9: The K/S mean values of PET samples for each set of fixation time
Time Number of samples K/S mean values
0 3 0.62
1 3 4.23
2 3 4.96
3 3 5.3
4 3 6.61
107
Figure 4.13: Means and standard error for the effect of fixation time on the K/S values
of the chitosan padded PET samples
From figure 4.13, for a given set of fixation time, it could be seen that the K/S values of
chitosan padded PET samples increased by increasing the fixation time to 4 minutes, figure
4.13 also shows the standard error for each sample.
The P-value in the regression analysis is less than 0.05, which shows that there is a significant
relationship between the K/S values of chitosan padded PET samples and the fixation time of
PET samples at the 95.0% confidence level.
The R2 value of 91.75 % means that the model as fitted explains 91.75 % of the variability in
K/S values of chitosan padded PET samples.
The ANOVA analysis showed that the P-value is 0 which is less than 0.05, which means that
there is a significant differences between the means of K/S values of chitosan padded PET
samples from one set of fixation time to another at the 95.0% confidence level.
Fisher's least significant difference analysis was done to determine which fixation time is
significantly different from another. The analysis showed a significant difference between
non treated PET samples and treated samples with chitosan at any set of fixation time. It also
shown that by increasing the fixation time from 2 to 3 minutes for PET samples the
difference is not significant.
Increasing the fixation time from 3 to 4 minutes for PET samples showed a significant
difference. The highest level of difference was at a fixation time of 4 minutes. It could
Means and standard deviation of fixation time effect on K/S values of PET sampl
Time (minutes)
K/S
0 1 2 3 4
0
2
4
6
8
108
understood that the pretreatment of PET samples with chitosan would make a significant
difference on the K/S values of PET samples and that the highest level of difference was at
fixation time of 4 minutes.
The optimum fixation time for chitosan padded PET samples was concluded to be 4 minutes,
as it gave the highest values of K/S levels and made the highest level of difference between
treated and untreated samples.
4.4.3.2. Effect of fixation time on the K/S values of 50% cotton – 50% PET samples
50% cotton – 50% PET samples were pretreated with NaOH solution of 15 g/L, padded in
chitosan and thermally fixed at 180 °C for (1, 2, 3, and 4 minutes). This was to study the
effect of fixation time on the K/S values of chitosan padded 50% cotton – 50% PET samples,
table 4.10 shows the mean K/S values for three samples of each set of fixation time.
Table 4.10: The K/S mean values of 50% cotton – 50% PET samples for each fixation
time for three samples
Time Number of samples K/S mean values
0 3 1.08
1 3 4.70
2 3 5.02
3 3 5.47
4 3 5.74
Figure 4.14: Means and standard error for the effect of fixation time on the K/S values
of the chitosan padded 50% cotton – 50% PET samples
Means ans standard errors of fixation time effect on K/S of blend 1 samples
K/S
Time(minutes)
0 1 2 3 4
0
1
2
3
4
5
6
7
8
109
From figure 4.14 it is clear that for a given set of fixation time, the K/S values of chitosan
padded 50% cotton – 50% PET samples increased by the increase of fixation time to 1
minute.
By increasing the fixation time of chitosan padded 50% cotton – 50% PET samples to 2
minutes, the K/S values slightly increased, the K/S values increased again by the increase of
fixation time to 3 and 4 minutes.
It is worth mentioning that when the fixation time was 4 minutes, the 50% cotton – 50% PET
samples showed slight yellowness caused by the chitosan deposited on the surface of 50%
cotton – 50% PET samples. The cotton samples colour change to yellow could be also caused
by temperature.
The P-value in the regression analysis is less than 0.05, which shows that there is a significant
relationship between the K/S values of chitosan padded 50% cotton – 50% PET samples and
the fixation time of PET samples at the 95.0% confidence level.
The R2 value of 90.84 % means that the model as fitted explains 90.84 % of the variability in
K/S values of chitosan padded 50% cotton – 50% PET samples.
To determine which fixation time is significantly different from another, Fisher's least
significant difference analysis was done. Results show that there is a significant difference
between non treated 50% cotton – 50% PET samples and treated samples with chitosan at
any set of fixation time. They also show that by increasing the fixation time from 1 to 2
minutes for 50% cotton – 50% PET samples the difference is not significant, and after that
increasing the fixation time from 2 to 4 minutes for 50% cotton – 50% PET samples showed
a significant difference again.
The highest level of difference was at a fixation time 4 minutes but again this could be due to
the chitosan depositing on the surface of 50% cotton – 50% PET samples, high percentage of
chitosan deposited of the fabric surface can turn its colour into yellow, which is not
preferable as it would affect the spectrophotometer reading.
It could be understood from the results that pretreatment of 50% cotton – 50% PET samples
with chitosan would make a significant difference on the K/S values of PET samples when
fixed, and that the highest level of difference was at fixation time between 3-4 minutes.
As a conclusion the optimum fixation time for chitosan padded 50% cotton – 50% PET
samples was found to be 3 minutes, it gave the highest values of K/S levels and highest level
110
of difference between treated and untreated samples. Fixation time for 4 minutes – although
giving good results- was excluded as it caused yellowness of the samples, to avoid the
yellowness of the samples a fixation time of 3 minutes was chosen to be the optimum fixation
time for chitosan padded 50% cotton – 50% PET samples.
4.4.3.3. Effect of fixation time on the K/S values of 65% cotton – 35% PET samples
In order to study the effect of fixation time on the K/S values of chitosan padded 65% cotton
– 35% PET samples, samples were pretreated with NaOH solution of 15 g/L then padded in
chitosan and thermally fixed at 180 °C for (1, 2, 3, and 4 minutes), results of the mean K/S
values of each set of time for three samples are shown in table 4.11.
Table 4.11: The K/S mean values of 65% cotton – 35% PET samples for each fixation
time
Time Number of samples K/S mean values
0 3 1.32
1 3 5.45
2 3 6.02
3 3 6.26
4 3 6.98
Figure 4.15: Means and standard error for the effect of fixation time on the K/S values
of the chitosan padded 65% cotton – 35% PET samples
From figure 4.15, for a given set of fixation time, it could be seen that the K/S values of
chitosan padded 65% cotton – 35% PET samples increase by the increase of fixation time. It
is worth mentioning again that in fixation time 4 minutes the 65% cotton – 35% samples
Means and standard errors of fixation time effect on K/S values of blend 2
Time (minutes)
K/S
0 1 2 3 4
0
2
4
6
8
111
showed slight yellowness caused by the chitosan deposited on the surface of the samples. The
figure also shows the standard error; measurement of standard deviation of sampling
distribution for each sample as explained previously (Hanneman et al., 2012).
The P-value in the regression analysis is less than 0.05, which shows that there is a significant
relationship between the K/S values of chitosan padded 65% cotton – 35% PET samples and
the fixation time of PET samples at the 95.0% confidence level.
The R2 value of 90.88 % means that the model as fitted explains 90.88 % of the variability in
K/S values of chitosan padded 65% cotton – 35% PET samples
The ANOVA analysis showed that the P-value is 0 which is less than 0.05, which means that
there is a significant difference between the mean of K/S values of chitosan padded 65%
cotton – 35% PET samples from one set of fixation time to anther at the 95.0% confidence
level. LSD was done to determine which fixation time is significantly different from others.
The Multiple Range Tests showed that there is a significant difference between non treated
65% cotton – 35% PET samples and treated samples with chitosan at any set of fixation time.
It also showed that by increasing the fixation time from 2 to 3 minutes for 65% cotton – 35%
PET samples the difference is not significant, and after that increasing the fixation time from
3 to 4 minutes for 65% cotton – 35% PET samples showed a significant difference again.
The highest level of difference was at a fixation time of 4 minutes but again this could be due
to the chitosan depositing on the surface of the 65% cotton – 35% PET samples as explained
previously.
It could be understood from the multiple range tests that the pretreatment of 65% cotton –
35% 65% cotton – 35% PET samples with chitosan made a significant difference on the K/S
values of PET samples when fixed, and that the highest level of difference was at fixation
time between 3-4 minutes. Results for regression analyses, Anova tables, and The Multiple
Range Tests are listed in Appendix A.
As a conclusion the optimum fixation time for chitosan padded 65% cotton – 35% PET
samples was found to be 3 minutes. Fixation time for three minutes gave the highest values of
K/S levels and made the biggest level of difference between treated and untreated samples,
similar results were also obtained when the fixation time was 4 minutes, but the latest was
excluded for the yellowness issue mentioned previously.
112
4.4.3.4. Effect of fixation time on the K/S values of cotton samples
As mentioned in part 4.4.3 cotton samples were padded in chitosan and thermally fixed at
180 °C for (1, 2, 3, and 4 minutes) to study the effect of fixation time on the K/S values of
chitosan padded cotton samples. Table 4.12 shows the values of K/S of the samples under
study, treated at each set of time.
Table 4.12: The K/S means values of cotton samples for each fixation time
Time Number of samples K/S mean values
0 3 1.53
1 3 6.09
2 3 6.68
3 3 6.88
4 3 7.08
Figure 4.16: Means and standard error for the effect of fixation time on the K/S values
of the chitosan padded cotton samples
From figure 4.16, for a given set of fixation time, it could be seen that the K/S values of
chitosan padded cotton samples increase by the increase of fixation time to 3 minutes. By
increasing the fixation time of chitosan padded cotton samples to 4 minutes, the K/S values
increased but with a slight yellowness caused by the chitosan deposited on the surface of
cotton samples. The figure also shows the standard error for each sample as explained
previously.
Mean and standard errors of fixation time effect on K/S of cotton samples
Time (minutes)
K/S
0 1 2 3 4
0
2
4
6
8
113
The results are fitting a regression model which describes the relationship between K/S
values of chitosan padded cotton samples and the fixation temperature. The P-value in the
regression analysis is less than 0.05, which shows that there is a significant relationship
between the K/S values of chitosan padded cotton samples and the fixation time of cotton
samples at the 95.0% confidence level.
The R2 value of 91.29 % means that the model as fitted explains 91.29 % of the variability in
K/S values of chitosan padded cotton samples.
The Multiple Range Tests showed that there is a significant difference between non treated
cotton samples and treated samples with chitosan at any set of fixation time.
By increasing the fixation time from 2 to 3 minutes and from 3 to 4 minutes for cotton
samples the difference was not significant. The highest level of difference was at a fixation
time of 4.
It could be understood that the pretreatment of cotton samples with chitosan would make a
significant difference on the K/S values of cotton samples when fixed and that the highest
level of difference was at fixation time between 2-4 minutes.
As a conclusion the optimum fixation time for chitosan padded cotton samples was found to
be between 2 and 3 minutes. It gave the highest values of K/S levels and made the biggest
level of difference between untreated and treated samples, same as for fixation time of 4
minutes which was excluded for the aforementioned yellowness issue.
In the following work, for research purposes and to avoid the yellowness of samples a
fixation time of 3 minutes was chosen to be the optimum fixation time for chitosan padded
cotton samples.
4.4.4. Effect of chitosan concentration on the K/s values of chitosan padded textile
fabrics
The following results show the effect of chitosan concentration on the K/S values of
polyester, 50% cotton-50% PET, 65% cotton-35% PET, and cotton fabrics.
All fabrics except for cotton were treated with 15 gm/L of sodium hydroxide at 80 °C for 30
minutes in L:R 1: 20. After exhaust bath, samples were washed with distilled water and 3%
acetic acid, dried, padded with chitosan solutions of (5, 10, 15, and 20 gm/L) concentration,
and 3% acetic acid at L:R 1:10, cured at 180 °C (for cotton samples, blend I and blend II) for
114
3 minutes, and for 3 minutes in 200 °C in the case of PET samples. Samples were dyed after
that with Nylanthrene Navy C-WG acid dye and then the colour strength was evaluated.
4.4.4.1. Effect of chitosan concentration on the K/S values of PET samples
To study the effect of chitosan concentration on the K/S values of chitosan padded PET
samples PET samples were pretreated with NaOH solution of 15 g/L, then padded in chitosan
solutions of (5, 10, 15, and 20 gm/L) concentration and then thermally fixed at 200 °C for 3
minutes.
The values of K/S for three treated samples for each condition were recorded and the mean
K/S values of each set of time were calculated as shown in table 4.13.
Table 4.13: The K/S mean values of PET samples for each chitosan concentration
Concentration Number of samples K/S mean values
0 3 0.62
5 3 1.6
10 3 2.74
15 3 3.83
20 3 5.29
Figure 4.17: Means and standard error for the effect of chitosan concentration on the
K/S values of the chitosan padded PET samples
From figure 4.17, for a given set of chitosan concentration, it could be seen that the K/S
values of chitosan padded PET samples increases increased by increasing the chitosan
concentration. The figure also shows the standard error for each sample.
Chitosan concentration (grams)
K/S
0 5 10 15 20
Means and standard errors of chitosan conc. effect on K/S of PET samples
0
1
2
3
4
5
6
115
The P-value in the regression analysis is less than 0.05, which shows that there is a significant
relationship between the K/S values of chitosan padded PET samples and the chitosan
concentration at the 95.0% confidence level. The correlation coefficient of 0.99 shows a
strong relationship between the variables under investigation.
The R2 value of 98.32 % means that the model as fitted explains 98.32 % of the variability in
K/S values of chitosan padded PET samples.
The ANOVA analysis showed that the P-value is 0 which is less than 0.05, this means that
there are significant differences between the means of K/S values from one chitosan
concentration to anther at the 95.0% confidence level for chitosan padded PET samples.
Fisher's least significant difference analysis (LSD) was done to determine which chitosan
concentration is significantly different from another. The multiple range tests showed that
there is a significant difference between non treated PET samples and treated samples with
chitosan at any concentration.
The highest level of difference was at when the chitosan concentration was 20 g/L. It could
understood from the multiple range tests that the pretreatment of PET samples with chitosan
would make a significant difference on the K/S values of PET samples at any chitosan
concentration and the highest K/S values could be achieved using 20 g/L of chitosan.
As a conclusion the optimum chitosan concentration for padded PET samples was found to
be 20 g/L, as this gave the highest values of K/S levels and made the biggest level of
difference between treated and untreated samples.
4.4.4.2. Effect of chitosan concentration on the K/S values of 50% Cotton- 50% PET
samples
50% Cotton- 50% PET samples pretreated with NaOH solution of 15 g/L were padded in
chitosan solutions of (5, 10, 15, and 20 gm/L) concentration and thermally fixed at 180 °C for
3 minutes, to study the effect of chitosan concentration on the K/S values of chitosan padded
50% Cotton- 50% PET samples. Table 4.14 show the mean values of K/S of samples treated
at each set of time.
116
Table 4.14: The K/S mean values of 50% cotton- 50% PET samples for each chitosan
concentration
Concentration Number of samples K/S mean values
0 3 1.08
5 3 1.78
10 3 2.99
15 3 3.83
20 3 5.21
Figure 4.18: Means and standard error for the effect of chitosan concentration on the
K/S values of the chitosan padded 50% cotton- 50% PET samples
From figure 4.18, for a given set of chitosan concentration, it could be seen that the K/S
values of chitosan padded 50% cotton- 50% PET (Blend 1) samples increase by the increase
of chitosan concentration and it also shows the standard error for each sample.
The results fits within simple regression model which describes the relationship between K/S
values of chitosan padded 50% cotton- 50% PET samples and the chitosan concentration.
The P-value in the regression analysis is less than 0.05 indicating that there is a significant
relationship between the K/S values of chitosan padded 50% Cotton- 50% PET samples and
the chitosan concentration at the 95.0% confidence level.
The R2 value of 98.32 % means that the model as fitted explains 98.32 % of the variability in
K/S values of chitosan padded 50% cotton- 50% PET samples. LSD was also done to
determine which chitosan concentration is significantly different from another.
Chitosan concentration (grams)
K/S
0 5 10 15 20
Means and standard errors of chitosan conc. effect on K/S of PET samples
0
1
2
3
4
5
6
117
Results indicated that there is a significant difference between non treated 50% Cotton- 50%
PET samples and treated samples with chitosan at any concentration.
The highest level of difference was at chitosan concentration of 20 g/L. It could understood
that the pretreatment of PET samples with chitosan would make a significant difference on
the K/S values of 50% Cotton- 50% PET samples at any chitosan concentration and the
highest K/S values could be achieved using 20 g/L of chitosan concentration.
As a conclusion the optimum chitosan concentration for padded 50% Cotton- 50% PET
samples was found to be 20 g/L. This percentage gave the highest values of K/S levels and
made the biggest level of difference between untreated and chitosan treated samples.
4.4.4.3. Effect of chitosan concentration on the K/S values of 65% cotton- 35% PET
samples
Samples pretreated with NaOH solution of 15 g/L where padded in chitosan solutions of (5,
10, 15, and 20 gm/L) concentration and thermally fixed at 180 °C for 3 minutes to study the
effect of chitosan concentration on the K/S values of chitosan padded 65% Cotton- 35% PET
samples. Table 4.15 shows the mean K/S values of samples produced at each set of time.
Table 4.15: The K/S mean values of 65% Cotton- 35% PET samples for each chitosan
concentration
Concentration Number of samples K/S mean values
0 3 1.32
5 3 2.86
10 3 3.87
15 3 4.51
20 3 5.36
118
Figure 4.19: Means and standard error for the effect of chitosan concentration on the
K/S values of the chitosan padded 65% cotton- 35% PET samples
From figure 4.19, for a given set of chitosan concentration, it could be seen that the K/S
values of chitosan padded 65% Cotton- 35% PET (Blend 1) samples increase by the increase
of chitosan concentration. The figure also shows the standard error for each sample. The
results are fitting a simple regression model which describes the relationship between K/S
values of chitosan padded 65% Cotton- 35% PET samples and the chitosan concentration.
The P-value in the regression analysis is less than 0.05, which shows that there is a significant
relationship between the K/S values of chitosan padded 65% Cotton- 35% PET samples and
the chitosan concentration at the 95.0% confidence level.
The model as fitted explains 95.5 % of the variability in K/S values of chitosan padded 65%
Cotton- 35% PET samples, this is evident from the R2 value of 95.5 %.
The ANOVA analysis showed that the P-value is 0 which is less than 0.05, meaning that
there is a significant difference between the mean of K/S values of chitosan padded 65%
cotton- 35% PET samples from one chitosan concentration to anther at the 95.0% confidence
level.
The multiple range tests showed that there is a significant difference between non treated
65% cotton- 35% PET samples and treated samples with chitosan at any concentration.
Means and standard errors of chitosan conc. effect on K/S of blend 2 samples
Chitosan concentration (grams)
K/S
0 5 10 15 20
0
1
2
3
4
5
6
119
The highest level of difference was shown by samples treated with chitosan concentration of
20 g/L. It could be understood from the multiple range results that the pretreatment of 65%
Cotton- 35% PET samples with chitosan would make a significant difference on the K/S
values of 65% cotton- 35% PET samples at any chitosan concentration and the highest K/S
values could be achieved using 20 g/L of chitosan concentration.
As a conclusion the optimum chitosan concentration for padded 65% cotton- 35% PET
samples was found to be 20 g/L. As it gave the highest values of K/S levels and made the
biggest level of difference between untreated and treated samples with chitosan.
4.4.4.4. Effect of chitosan concentration on the K/S values of cotton samples
Cotton samples were padded in chitosan solutions of (5, 10, 15, and 20 gm/L) concentration
and thermally fixed at 180 °C for 3 minutes, to study the effect of chitosan concentration on
the K/S values of chitosan padded cotton samples.
Table 4.16 shows the mean K/S values of each set of time for three samples each.
Table 4.16: The K/S mean values of cotton samples for each chitosan concentration
Concentration Number of samples K/S mean values
0 3 1.53
5 3 3.93
10 3 5.52
15 3 6.48
20 3 7.03
Figure 4.20: Means and standard errors for the effect of chitosan concentration on the
K/S values of the chitosan padded cotton samples
Chitosan concentration (grams)
K/S
Mean and standard errors of chitosan conc. effect on K/S of cotton samples
0 5 10 15 20
0
2
4
6
8
120
From figure 4.20, for a given set of chitosan concentration, it could be seen that the K/S
values of chitosan padded cotton samples increased by the increase of chitosan concentration.
The results are fitting a simple regression model which describes the relationship between
K/S values of chitosan padded Cotton samples and the chitosan concentration.
The P-value in the regression analysis is less than 0.05, which shows that there is a significant
relationship between the K/S values of chitosan padded Cotton samples and the chitosan
concentration at the 95.0% confidence level. The correlation coefficient of 0.96 shows a
strong relationship between the variables.
The R2 value of 92.55 % means that the model as fitted explains 92.55 % of the variability in
K/S values of chitosan padded cotton samples.
The ANOVA analysis showed that the P-value is 0 which is less than 0.05, which means that
there are a significant differences between the mean of K/S values of chitosan padded cotton
samples from one chitosan concentration to anther at the 95.0% confidence level
The multiple range tests showed that there is a significant difference between non treated
cotton samples and treated samples with chitosan at any concentration.
The highest level of difference was a result of chitosan concentration of 20 g/L. It could
understood from that the pretreatment of cotton samples with chitosan would make a
significant difference on the K/S values of cotton samples at any chitosan concentration and
the highest K/S values could be achieved using 20 g/L of chitosan concentration.
As a conclusion the optimum chitosan concentration for padded Cotton samples was found to
be 20 g/L. As it gave the highest values of K/S levels and made the biggest level of difference
between untreated and treated samples with chitosan.
4.4.4.5. Multiple ANOVA analysis for the effect of chitosan concentration
A multiple ANOVA analysis was done to see if the effect of chitosan concentration would be
significantly different from one type of fabric to another. The ANOVA multiple sample
comparison showed a P value of 0 which is less than 0.05 which means that there is a
significant difference between the means of the 4 fabrics (PET, 50% PET-50% cotton, , 65%
PET- 35% cotton and cotton) at the 95.0% confidence level.
121
Figure 4.21 Means and standard errors for the comparison between chitosan
concentration effects on different fabrics
Figure 4.21 shows the difference between the means for K/S values of the 4 fabrics (PET,
50% PET-50% cotton, and 65% PET- 35% cotton, and cotton) and the standard errors for
each fabric at the 95.0% confidence level.
From figure 4.21, it could be noticed that the effect of chitosan concentration slightly
increases from PET to Blend 1 (50% PET-50% cotton), significantly increases in Blend 2
(65% PET- 35% cotton) and then increases further in cotton.
This could be explained by the increase of cotton percentage in the fabric leading to higher
percentage of chitosan particles fixed to the fabric, causing higher affinity to dye stuff which
leads to an increase in the mean of K/S values.
The small increase in K/S means between PET and Blend 1 (50% PET-50% cotton) is due the
higher fixation temperature that PET samples were fixed at, which led to higher K/S values
than blended samples.
4.5. Samples Evaluation
4.5.1. Colour fastness evaluation
4.5.1.1.Colour fastness to crocking
As explained in chapter three the colour fastness for crocking was done according to
(BS.EN.ISO-105-X12:2002). Results are shown in table 4.17.
PET Blend 1 Blend 2 Cotton
Means and standard errors of chitosan concentration on all fabrics
2.9
3.9
4.9
5.9
6.9M
ean
122
Table 4.17: Fastness to crocking properties of chitosan padded fabrics
Samples Crocking
Dry Wet
Polyester
NaoH concentration
Untreated 5 5
5 gm NaoH 4-5 2-3
10 gm NaoH 4-5 2
15 gm NaoH 4-5 3-4
20 gm NaoH 5 3-4
25 gm NaoH 5 3
Temperature
120°C 4 1-2
140°C 4 1-2
160°C 4-5 2
180°C 4-5 3-4
Time
1 min. 5 3
2 min. 5 3-4
3 min. 5 3
4 min. 4-5 1-2
Ca Concentration
5 gm. 3-4 2-3
10 gm. 4-5 3
15 gm. 4-5 3
20 gm. 4 1-2
Cotton
Temperature
120°C 4 2-3
140°C 4 2-3
160°C 4 3
180°C 4 3
Time
1 min. 4 3
2 min. 4 3-4
3 min. 4 3-4
4 min. 4 3-4
Ca Concentration
5 gm. 4-5 4
10 gm. 4-5 3-4
15 gm. 4-5 3
20 gm. 3-4 3
50% cotton- 50%
Polyester
NaoH concentration
Untreated 5 4
5 gm NaoH 5 3-4
10 gm NaoH 4-5 3
15 gm NaoH 5 3-4
20 gm NaoH 4-5 3-4
25 gm NaoH 5 4-5
Temperature
120°C 5 2
140°C 4-5 2
160°C 4-5 3-4
180°C 5 4
Time
1 min. 4-5 2
2 min. 4-5 2-3
3 min. 4-5 3-4
4 min. 4-5 3-4
Ca Concentration
5 gm. 5 3-4
10 gm. 5 3-4
15 gm. 5 3
20 gm. 5 3
123
50% cotton- 50%
Polyester
65% cotton- 35%
Polyester
NaoH concentration
Untreated 5 4
5 gm NaoH 4-5 2-3
10 gm NaoH 4-5 2-3
15 gm NaoH 5 3-4
20 gm NaoH 4-5 2-3
25 gm NaoH 4-5 2-3
Temperature
120°C 5 2
140°C 4-5 2
160°C 5 3-4
180°C 5 4
Time
1 min. 5 3
2 min. 4-5 2-3
3 min. 5 2-3
4 min. 5 3-4
Ca Concentration
5 gm. 5 2-3
10 gm. 4-5 2-3
15 gm. 5 2
20 gm. 4-5 2
65% cotton- 35%
Polyester
NaoH concentration
Untreated 5 5
5 gm NaoH 4-5 3-4
10 gm NaoH 4-5 3
15 gm NaoH 4-5 3-4
20 gm NaoH 5 3-4
25 gm NaoH 5 3-4
Temperature
120°C 4 2
140°C 4 2
160°C 4-5 3-4
180°C 4-5 3-4
Time
1 min. 5 3
2 min. 5 3-4
3 min. 5 3-4
4 min. 4-5 3-4
Ca Concentration
5 gm. 3-4 3
10 gm. 4-5 3
15 gm. 4-5 2-3
20 gm. 4 3
4.5.1.2.Colour fastness to domestic and commercial laundering
As explained in Chapter three a domestic washing test (BS-EN-ISO:6330, 2012) was done on
five chitosan treated acid dyed samples of optimum conditions of each material (cotton,
polyester, 50% cotton/ 50% polyester blends, and 65% cotton/35% polyester blends), and the
results were compared to the results of dyed samples with zero chitosan treatment.
Samples were evaluated according to grey scale rating the change in colour. The results
showed good fastness to domestic washing as shown in table 4.18.
124
Table 4.18: Fastness properties of chitosan padded fabrics for domestic and commercial
laundering
Samples Washing
First wash Second wash Third wash Fourth wash Fifth wash
Polyester
5 5 4-5 4 4
50% cotton-
50%
Polyester
4-5 4-5 4-5 4-5 4
65% cotton-
35%
Polyester
4-5 4-5 4-5 4-5 4
Cotton 4-5 4-5 4-5 4 4
4.5.1.3.Colour fastness to perspiration
Coulor fastness to perspiration was done as explained in Chapter three, to measure how fast
the colour is for human sweat. In this test chitosan padded samples dyed with acid dye were
evaluated for colour fastness for perspiration, samples were evaluated according to grey scale
rating for staining (BS.EN.ISO:105-E04, 2009).
Results showed poor to moderate t fastness to perspiration as shown in table 4.19.
125
Table 4.19: Fastness properties of chitosan padded fabrics for perspiration
Samples Acid Alkali
Wool Acrylic PET Nylon Cotton Acetate Wool Acrylic PET Nylon Cotton Acetate
Polyester
NaoH
concentratio
n
Untreated 2 3-4 3-4 1-2 2-3 2 1-2 2 2-3 1 1 1
5 gm NaoH 1-2 3-4 3-4 1-2 2-3 2-3 1-2 2 2-3 1 1-2 1
10 gm NaoH 1-2 3-4 3 1 2 2 2 2 2 1 1 1
15 gm NaoH 2 3 3 1-2 2-3 2-3 1-2 2-3 2-3 1-2 1-2 1-2
20 gm NaoH 2 3 4 1-2 2-3 2-3 1-2 2-3 2-3 1 1-2 1-2
25 gm NaoH 2 3-4 3-4 1-2 2-3 2 1-2 2 2-3 1 1 1
Temperature
120°C 1-2 3-4 3 1-2 2-3 2-3 1-2 2-3 2-3 1 1-2 1-2
140°C 1-2 3 3-4 1-2 2-3 2-3 1-2 2-3 2-3 1 1-2 1-2
160°C 2 3 3 1-2 2-3 2-3 1-2 2 3 1 1-2 1-2
180°C 2 3 3-4 1-2 2-3 2-3 2 2-3 2-3 1 1-2 1-2
Time
1 min. 1-2 3-4 3 1-2 2-3 2-3 2 2-3 2-3 1 1-2 1-2
2 min. 2 3 3-4 1-2 2-3 2-3 2 2-3 2-3 1 1-2 2
3 min. 2 3-4 3 1-2 2-3 2-3 2 2-3 2-3 1 1-2 1-2
4 min. 1-2 2-3 2-3 1 1-2 1-2 1 1-2 2 1 1 1
Ca
Concentratio
n
5 gm. 2 3-4 3-4 1-2 2-3 2 1-2 2 2 1 1-2 1-2
10 gm. 2 3-4 3 1-2 2-3 2-3 2 2 2 1-2 2 2
15 gm. 1-2 3-4 3-4 1-2 2-3 2-3 2 2 3 1-2 1-2 2
20 gm. 1-2 3-4 3-4 1 2-3 2-3 2 2 2-3 1 1-2 1-2
50%
cotton-
50%
Polyester
NaoH
concentratio
n
Untreated 2 3-4 3-4 1-2 2-3 2-3 1-2 2 2-3 1 1-2 1
5 gm NaoH 2 3-4 3-4 1-2 2 2 1-2 2 2-3 1 1-2 1
10 gm NaoH 2 3-4 3-4 1-2 2-3 2 1-2 2 2-3 1 1-2 1
15 gm NaoH 2 3 3-4 1-2 2 2-3 1-2 2-3 2-3 1 1 1
20 gm NaoH 2 3-4 3 1-2 2-3 2-3 1-2 2 2-3 1 1-2 1
25 gm NaoH 2 3-4 3-4 1-2 2-3 2-3 1-2 2 2-3 1 1-2 1
Temperature
120°C 2 3-4 3-4 1-2 2-3 2-3 1-2 2-3 3 1 1-2 1-2
140°C 2 3-4 3-4 1-2 2-3 2 1-2 2 2-3 1 1-2 1
160°C 2 3-4 3 1-2 2-3 2-3 1-2 2-3 2-3 1 1-2 1
180°C 2 3 3 1-2 2-3 2-3 1-2 2-3 3 1 1-2 1-2
Time
1 min. 1-2 3 3 1 2 1-2 1-2 1-2 2 1 1 1
2 min. 1-2 3 3 1 2 1-2 1-2 2 2 1 1 1
3 min. 1-2 3 3 1 2 1-2 1-2 2 2 1 1 1
126
4 min. 1-2 3 3 1 2 1-2 1-2 1-2 2 1 1 1
Ca
Concentratio
n
5 gm. 2 3 3-4 1-2 2 2 2 2-3 2-3 1-2 1-2 1-2
10 gm. 2 3 3 1-2 2-3 2-3 2 2 3 1 1-2 1-2
15 gm. 2 3 3-4 1-2 2-3 2-3 2 2-3 2-3 1-2 2 2
20 gm. 2 3 3 1-2 2-3 2-3 2 2-3 2-3 1-2 2 2
56%
cotton-
35%
Polyester
NaoH
concentratio
n
Untreated 2 3 3-4 1-2 2-3 2-3 1-2 2-3 3 1 1-2 1-2
5 gm NaoH 2 3 3 1-2 2-3 2-3 1-2 2 2-3 1 1-2 1
10 gm NaoH 2 3-4 3-4 1-2 2-3 2-3 1-2 2-3 2-3 1 1-2 1-2
15 gm NaoH 2 3-4 3-4 1-2 2-3 2 2 2-3 2-3 1 1-2 1-2
20 gm NaoH 2 3 3 1-2 2-3 2 2 2-3 3 1 1-2 1-2
25 gm NaoH 2 3 3-4 1-2 2-3 2-3 1-2 2-3 3 1 1-2 1-2
Temperature
120°C 2 3-4 3 1-2 2-3 2-3 1-2 2 2-3 1 1-2 1-2
140°C 2 3-4 3-4 1-2 2-3 2 1-2 2-3 2-3 1 1-2 1-2
160°C 2 3-4 3 1-2 2-3 2-3 1-2 2-3 2-3 1 1-2 1-2
180°C 2 3 3 1-2 2-3 3 2 2-3 2-3 1 2 2
Time
1 min. 2-3 3-4 3 1-2 2-3 2-3 1-2 2-3 2-3 1 1-2 1-2
2 min. 2 3-4 3 1-2 2-3 2 1-2 2-3 2-3 1 1-2 1-2
3 min. 2-3 3 3 1-2 2-3 2-3 1-2 2-3 2-3 1 1-2 2
4 min. 2 3 3 1-2 2-3 2 2 2-3 2-3 1 2 1-2
Ca
Concentratio
n
5 gm. 1-2 3 3 1 2 2 1-2 2 2-3 1 1-2 1-2
10 gm. 1-2 3 3 1 2 2 1-2 2-3 2-3 1 1-2 1-2
15 gm. 2 3 3 1-2 2-3 2-3 2 2-3 3 1 1-2 1-2
20 gm. 2 3 3 1-2 2-3 2-3 2 2-3 2-3 1 1-2 1-2
Cotton
Temperature
120°C 2-3 3 3-4 2 2-3 2-3 2 3 3 1-2 2 2
140°C 2 3 3 1-2 2-3 2-3 2 2-3 3 1 1-2 1-2
160°C 2-3 3 3-4 1-2 2-3 3 1-2 2-3 3 1 1-2 1-2
180°C 2 4 4-5 2 2-3 3 1-2 2-3 3 1 1-2 1-2
Time
1 min. 2-3 3-4 3 2 2-3 2-3 2 3 3 1-2 2 2
2 min. 2 3-4 3-4 1-2 2-3 2-3 2 3 3 1 2 2
3 min. 2-3 3 3 2 2-3 2-3 2 3 3-4 1-2 2 2
4 min. 2 3-4 4 1-2 2-3 2-3 1-2 3 3-4 1 1-2 1-2
Ca
Concentratio
n
5 gm. 2 3-4 3-4 1-2 3 2-3 2 2-3 2-3 1-2 2 1-2
10 gm. 2 3 3-4 1-2 2 2 1-2 2 2-3 1-2 1-2 1-2
15 gm. 2-3 3-4 3-4 1-2 2-3 2-3 2 2-3 2-3 1-2 2 1-2
20 gm. 2-3 3 3-4 1-2 2-3 2-3 2 2-3 2-3 1-2 2 2
127
4.5.2. Scanning Electron Microscope (SEM)
Scanning Electron Microscope (SEM) photos were taken of samples before and after chitosan
treatment to capture the physical effect of the chitosan treatment on the surface of the fabrics
handled in this research work.
Figure 4.22: SEM for un treated PET sample
Figure 4.23: SEM for PET sample treated with chitosan at the optimum condition
128
Figure 4.24: SEM for un treated 50% cotton – 50% PET sample
Figure 4.25: SEM for 50% cotton – 50% PET sample treated with chitosan at the
optimum condition
Figure 4.26: SEM for un treated 65% cotton – 35% PET sample
129
Figure 4.27: SEM for 65% cotton – 35% PET sample treated with chitosan at the
optimum condition
Figure 4.28: SEM for un treated cotton sample
Figure 4.29: SEM cotton sample treated with chitosan
130
From previous figures, it could be seen that the chitosan treatment is forming a film like
coating on the fabric and that it is forming crosslinks between fibres which confirms the
formation of the chitosan coating on the fabrics under investigation.
4.6. Conclusion
The work carried out in this chapter lead to successfully dye PET fabrics and their blends
using chitosan pretreatment.
It is also succeeded to dye PET fabrics and their blends with commercially available acid
dyes without the excessive use of carriers and other harmful chemicals.
The optimum Sodium hydroxide concentration in the pretreatment of PET, Blend 1 (50%
Cotton- 50% PET), and Blend 2 (65% cotton – 35% PET) was found to be 15 g/L.
The optimum fixation condition for chitosan padded PET samples was at fixation temperature
of 200 °C for 4 minutes.
The optimum fixation condition for Blend 1 (50% Cotton- 50% PET), and Blend 2 (65%
cotton – 35% PET), and cotton was found to be at fixation temperature 180 °C for 3 minutes.
131
Chapter Five: Differential printing of cotton, polyester, and
cotton/polyester blends with chitosan.
5.1. Introduction
The Fashion market now is vivid with companies looking for unusual, eye catching effects to
boost their sales by producing new styles (Dawson and Hawkyard, 2000).
One of these styles is the differential dyeing. Differential dyeing is a dyeing style that
depends on modifying natural or synthetic fibres to change their affinity for dyes, either by
increasing or decreasing the fibres’ uptake of dye to form a multi coloured textile fabric.
Little research has been performed in the area of differential dyeing and the previous
researches were mainly carried on polyamide fibres used in carpets manufacture. The concept
of nylon differential dyeing depends mainly on the amine end groups in nylon fibres. These
end groups determine the fibre affinity for acid dyes. Increasing the number of the active
groups would increase the fibre affinity for acid dyes leading to darker shades, blocking these
sites will decrease the fibre affinity for acid dyes leading to lighter shades (McGregor, 1977;
Becht et al., 1972; Anton, 1981).
Researchers studied the differential dyeing on textile materials. Wool was dyed by the
differential dyeing method and the difference between orthocortex and paracortess dyeing
behaviour was studied (Dusenbury and Coe, 1955).
Other studies investigated the differential dyeing method on natural fibres i.e. cotton, a
colourless cationic and anionic treatments were applied on cotton yarns, this affected the
yarns dyeability with acid and direct dyes (Clipson and Roberts, 1989; Clipson and Roberts,
1994).
A scarcity of research has been performed in the area of differential dyeing of textiles and
there is no previous work on using this technique in textile printing.
In this stage of the research, the use of chitosan in differential printing of different materials
will be investigated. Differential printing will be performed with chitosan (a non-coloured
paste), the aim of using chitosan is to attract more dyestuff to the areas treated with chitosan
than the rest of the fabric.
This way a two shaded printed design could be obtained using a single dye bath, this should
be useful in designing fabrics with different shades of a single colour.
132
It will also enable factories to vastly respond to market changes in one season i.e. stock of
printed textiles with clear chitosan could be prepared and stored to be dyed with the needed
colour when stock is running low.
In this part chitosan will be used in the printing of cotton, polyester, and cotton/polyester
blends, the ability to use this technique as a differential printing will be investigated as well.
5.2. Experiments
5.2.1. Materials
Scoured and bleached 100% polyester fabric (100g/m2), 100% cotton, 50% cotton: 50%
polyester, and 65% cotton: 35% polyester will be used in this part. Chitosan from crab shells
with high molecular weight obtained from Sigma Aldrich Japan, acetic acid, and acid dye
Sandolan Blue E-2GL 200% by Sandoz chemicals UK were used.
5.2.2. Methods
5.2.2.1. Polyester and Polyester/ cotton blends pretreatment
Polyester and cotton/ polyester samples were treated with a solution of different
concentrations of sodium hydroxide (5, 10, 15, 20, 25 gm/ L) and liquor ratio (L: R) 1:20.
The treatment was done at 80° C for 30 minutes. The samples were then rinsed with distilled
water and 3% acetic acid.
5.2.2.2. Fabric treatment with chitosan
Pretreated samples with NaOH along with cotton samples were manually silkscreen printed,
with different concentrations of chitosan in a printing paste of:
X Chitosan
3% Acetic acid
Y Water
____________________
1000 g.
Where X = (5, 10, 15, 20 g/L)
Samples were cured at (140, 160, 180, 200, 220 °C), for (1, 2, 3, 4 minutes) to study the
optimum conditions for chitosan fixation.
133
5.2.2.3. Dyeing of printed samples
Samples printed with chitosan were dyed with the acid dye Sandolan Blue E-2GL 200%, in a
dye bath containing:
2% dye (of substrate weight);
5% sodium sulphate;
4% formic acid.
The dye bath started with sodium sulphate, and formic acid, at pH 2-3, L:R 1:20, the
dissolved dye was added and the pH was checked and the treatment lasted for 15 minutes at
40 °C., finally the temperature was increased to 100 °C over 30 min. and samples were dyed
for 30 minutes. The dyeing process was done on a Mathis labomat uniprogrammer lap dyeing
machine.
5.2.2.4. Samples evaluation
5.2.2.4.1. Colour strength evaluation
Colour strength measurements of the printed samples were carried out using a
spectrophotometer. The colour strength (K/S values) of the dyed samples were determined as
explained in chapter three.
5.2.2.4.2. Colour fastness to crocking
The test was done on a Crockmaster by James H. Heal & Co Ltd, an agreeable apparatus with
the Technical Manual of the American Association of Textile Chemists and Colourists
(AATCC) as explained in chapter three (BS.EN.ISO-105-X12:2002).
5.2.2.4.3. Colour fastness to perspiration
Colour fastness to perspiration was done to measure how fast the colour is for human sweat.
In this test chitosan printed samples were evaluated for colour fastness for perspiration,
according to (BS.EN.ISO:105-E04, 2009).
5.2.2.4.4. Colour fastness to domestic and commercial laundering
A domestic washing test (BS-EN-ISO:6330, 2012) was done on five chitosan printed, acid
dyed samples of optimum conditions from each material (cotton, polyester, 50% cotton- 50%
134
polyester blends, and 65% cotton-35% polyester blends) and compared to dyed samples with
zero chitosan treatment as explained in part three.
5.3. Results and discussion
5.3.1. Effect of sodium hydroxide concentration in the pretreatment of chitosan
printed textile fabrics
The following results show the effect of sodium hydroxide concentration in the pretreatment
of the polyester, cotton/polyester samples (50%-50%, 65%-35%) on the chitosan fixation and
K/S values of chitosan printed, acid dyed samples.
Fabrics were treated with (5, 10, 15, 20, 25 gm/L) of sodium hydroxide at 80 °C for 30
minutes in (L: R) 1: 20. After exhaust bath, samples were washed with distilled water and 3%
acetic acid, dried, printed with a printing paste containing:
20 gm/Kg Chitosan
3% Acetic acid
Y Water
____________________________
1000 g.
Sample were then cured at 180° C for 4 minutes, after that samples were dyed with acid dye
Sandolan Blue E-2GL 200%, and then the colour strength was evaluated.
5.3.1.1. Effect of sodium hydroxide concentration on the K/S values of PET samples
As mentioned in (5.2) three samples of (PET, 50% cotton- 50% PET, and 65% cotton- 35%
PET) fabrics, were pretreated with NaOH in an exhaustion bath containing a solution of
different concentrations of sodium hydroxide (5, 10, 15, 20, 25 gm/ L) and liquor ratio (L:R)
1:20.
The treatment was done at 80°C for 30 minutes. The samples were then rinsed with distilled
water and 3% acetic acid, air dried, and then printed with chitosan printing paste of 20 gm/L
chitosan with 3% acetic acid.
Samples were cured at 180 °C for 4 minutes, then dyed with acid dye Sandolan Blue E-2GL
200%, in an exhaustion dyeing bath containing 2% dye (of substrate weight), 5% sodium
sulphate, 4% formic acid, and L:R 1:20 at pH 2-3. The dye bath started at 40 °C for 15
minutes, then the temperature was increased to 100 °C over 30 min. (2 °C / min.) and
135
samples were dyed for 30 minutes. The K/S values for all the samples were evaluated using
datacolor 650 spectrophotometer. Table 5.1 show K/S mean values of the effect of each
NaOH concentration
Table 5.1: The K/S mean values of PET samples for each NaOH concentration
NaOH concentration (grams) Number of samples Mean
0 3 0.62
5 3 4.85
10 3 6.61
15 3 7.57
20 3 7.73
25 3 7.42
Figure 5.1: Effect of NaOH concentration on the K/S values of the chitosan printed PET
samples
From figure 5.1, for a given set of NaOH concentration, it is clear that by increasing the
NaOH concentration (up to 15 g/L) the K/S values increased. The K/S values slightly
increased by increasing the NaOH concentration to 20 grams and then the K/S values tended
to decrease with the increase in the NaOH concentration.
This could be due to the fact that by increasing the NaOH concentration in the pretreatment
over 15 to 20 g/L, the NaOH tends to break the open linkages on the polyester surface instead
of opening new ones which leads to the decrease in the colour strength of the samples.
Figure 5.1 also shows the standard error and the measurement of standard deviation of
sampling distribution. The results are fitting a regression model which describes the
Means and standard errors of NaOH conc. effect on K/S values of PET samples
NaOH concentration (grams)
K/S
0 5 10 15 20 25
0
2
4
6
8
136
relationship between K/S values of chitosan printed PET samples and the NaOH
concentration in the pretreatment.
Since the P-value is less than 0.05, there is a significant relationship between the K/S values
of chitosan printed PET samples and the NaOH Concentration in the pretreatment of PET
samples at the 95.0% confidence level.
The R2 value of 97.62 % indicates that the model as fitted explains 97.62 % of the variability
in K/S values of chitosan printed PET samples.
Multiple range tests were done to determine which means of levels of NaOH concentration
are significantly different from others. The Fisher's least significant difference (LSD)
procedure showed significant differences at the 95.0% confidence level between some of the
groups and no significant differences among others.
The multiple range tests showed that there is a significant difference between non treated
PET samples with NaOH and treated samples. By increasing the NaOH concentration in the
pretreatment of PET the difference was significant until reaching 15 g/L which is not
significantly different to 20 g/L. This again occurred by reaching 25 g/L where the K/S
values start to decrease which makes the difference between the means of 20 g/L and 25 g/L
groups not significant.
The biggest difference when comparing between treated and untreated samples, was between
0 and 20 g/L. It could be understand from the results that the pretreatment of PET samples
with NaOH would make a significant difference on the K/S values of PET samples, and that
the highest level of K/S values would be achievable with NaOH concentration between 20
g/L and 25 g/L of NaOH.
As a conclusion the optimum NaOH concentration for the pretreatment of chitosan padded
PET samples was found to be between (15-20) g/L NaOH as the 20 g/L concentration gave
the highest values of K/S levels. Results showed that there is no significant difference
between the two concentrations of 15 and 20) g/L, throughout the remaining work in this
section a concentration of 15 g/L was chosen to pre-treat PET samples as an optimum NaOH
concentration.
137
5.3.1.2. Effect of Sodium hydroxide concentration on the K/S values of 50% Cotton-
50% PET samples
Samples of 50% cotton - 50% PET (Blend 1) were treated with different concentrations of
NaOH according to the same procedure done on PET in part (5.3.1.1). Table 5.2 shows the
mean values of K/S for each set of NaOH concentrations three samples each.
Table 5.2: The K/S means value for blend 1 samples of each NaOH concentration
NaOH concentration Number of samples Mean
0 3 1.08
5 3 8.43
10 3 12.77
15 3 14.76
20 3 13.82
25 3 12.06
Figure 5.2: Standard errors for the effect of NaOH concentration on the K/S values of
the chitosan printed 50% cotton – 50% PET samples
From figure 5.2, it is clear that the K/S values of 50% cotton – 50% PET samples increaseby
the increase of NaOH concentration (up to 15 g/L) in the pretreatment. By increasing the
NaOH concentration and as expected the K/S values tended to decrease. This is as explained
in (5.3.1.1) could be due to the fact that by increasing the NaOH concentration in the
pretreatment over 15 g/L the NaOH breaks the open linkages on the polyester surface instead
of opening new ones, this in return leads to the decrease in the colour strength of the samples.
The figure also shows the standard error for each sample.
Means and standard Errors of NaOH conc. effect on K/S values of blend1 samples
NaOH concentration (grams)
K/S
0 5 10 15 20 25
0
4
8
12
16
138
The P-value was less than 0.05, which shows that there is a significant relationship between
the K/S values of chitosan padded 50% cotton – 50% PET samples and the NaOH
Concentration in the pretreatment of Blend 1 at 95.0% confidence level. The R2 value of
98.66 % means that the model as fitted explains 98.66 % of the variability in K/S values of
chitosan printed 50% cotton – 50% PET samples.
The ANOVA analysis showed that the P-value of the F-test is 0 which is less than 0.05,
which means that there is a significant difference between the mean of K/S values of chitosan
printed (50% cotton – 50% PET) samples from some levels of NaOH Concentration to others
at the 95.0% confidence level. To tell which NaOH Concentration is different from another,
a Fisher's least significant difference analysis (LSD) was done.
The multiple range tests showed that there is a significant difference between (50% cotton –
50% PET) samples untreated with NaOH and treated samples. It also showed nonsignificant
difference between 15 g/L and 20 g/L in the pretreatment of (50% cotton – 50% PET).
The highest level of difference was at level of NaOH concentration of 15 g/L. It could
understood from the multiple range tests that the pretreatment of (50% cotton – 50% PET)
samples with NaOH would make a significant difference on the K/S values of (50% cotton –
50% PET) samples and that the highest level of difference was at level of NaOH
concentration of 15 g/L.
As a conclusion the optimum NaOH concentration for the pretreatment of chitosan padded
(50% cotton – 50% PET) samples was found to be 15 g/L as it gave the highest K/S value
and gave the biggest difference.
5.3.1.3. Effect of sodium hydroxide concentration on the K/S values of 65% cotton-
35% PET samples
Samples of 65% cotton - 35% PET (Blend 2) were treated with different concentrations of
NaOH according to the same procedure done on PET samples in part (5.3.1.1).
Table 5.3 shows the mean values of K/S for each set of NaOH concentration for three
samples each.
139
Table 5.3: The means of K/S values of blend 2 samples for each NaOH concentration
NaOH concentration Number of samples Mean
0 3 1.32
5 3 14.31
10 3 16.69
15 3 18.44
20 3 18.39
25 3 16.8
Figure 5.3: Means and standard errors for the effect of NaOH concentration on the K/S
values of the chitosan printed 65% cotton – 35% PET samples
From figure 5.3, it is clear that the K/S values of 65% cotton – 35% PET samples increase by
the increase of NaOH concentration (up to 15 g/L) in the pretreatment. By increasing the
NaOH concentration further the K/S values tend to decrease. This is as explained in (5.3.1.1)
could be due to the fact that by increasing the NaOH concentration over 15 g/L in the
pretreatment, the NaOH tends to break the open linkages existing on the polyester surface
instead of opening new ones, this leads to the decrease in the colour strength of the samples.
A regression analysis showed a model describing the relationship between K/S values of
chitosan printed (65% cotton – 35% PET) samples and the NaOH Concentration in the
pretreatment.
The P-value was less than 0.05, which showed that there is a significant relationship between
the K/S values of chitosan padded 65% cotton – 35% PET samples, and the NaOH
Means and standard errors of NaOH conc. effect on K/S values of Blend2 samples
NaOH concentration (grams)
K/S
0 5 10 15 20 25
0
4
8
12
16
20
140
Concentration in the pretreatment of Blend 1 (65% cotton – 35% PET) at the 95.0%
confidence level. The R2 value of 93.08 % means that the model as fitted explains 93.08 % of
the variability in K/S values of chitosan printed 65% cotton – 35% PET samples.
The ANOVA analysis showed that the P-value of the F-test is 0 which is less than 0.05,
which means that there are a significant differences between the mean of K/S values of
chitosan printed (65% cotton – 35% PET) samples from some levels of NaOH concentration
to others at the 95.0% confidence level.
The multiple range tests showed that there is a significant difference between non treated
(65% cotton – 35% PET) samples and samples treaded with NaOH. Results also showed a
nonsignificant difference between NaOH concentrations of 15 g/L and 20 g/L in the
pretreatment of (65% cotton – 35% PET). The highest level of difference was NaOH
concentration of 15 g/L.
It is concluded from the multiple range tests that the pretreatment of (65% cotton – 35% PET)
samples with NaOH makes a significant difference on the K/S values of (65% cotton – 35%
PET) samples and that the highest level of difference was at level of NaOH concentration of
15 g/L.
As a conclusion the optimum NaOH concentration for the pretreatment of chitosan padded
(65% cotton – 35% PET) samples was found to be 15 g/L as it gave the highest K/S value
and gave the biggest difference.
5.3.1.4. Multiple ANOVA analysis for the effect of NaOH concentration
A multiple ANOVA analysis was done to see if the effect of NaOH concentration in the
pretreatment would be significantly different from one type of fabric to another. The
ANOVA multiple sample comparison showed a P value of 0 which is less than 0.05 which
means that there is a significant difference between the k/S means of the three fabrics (PET,
50% PET-50% Cotton, and 65% PET- 35% Cotton) at the 95.0% confidence level.
141
Figure 5.4: Means and standard errors for the comparison between NaOH
concentration effect on different chitosan printed fabrics
Figure 5.4 shows the means and standard errors of the three fabrics under investigation (PET,
50% PET-50% cotton, and 65% PET- 35% cotton). From the figure it could be noticed that
the effect of NaOH concentration increases from PET to Blend 1 (50% PET-50% cotton) and
then increases further in Blend 2 (65% PET- 35% cotton). This could be explained by the
increase of cotton percentage in the fabric, which leads to higher concentration of chitosan
particles fixed to the fabric and an increase in the mean of K/S values.
5.3.2. Effect of chitosan fixation temperature on the K/S values of chitosan printed
textile fabrics
The following results show the effect of chitosan fixation temperature on the K/S values of
chitosan printed polyester, 50% cotton-50% PET, 65% cotton-35% PET, and cotton fabrics.
Fabrics were treated with 15 gm/L of sodium hydroxide at 80 °C for 30 minutes in L:R 1: 20.
After exhaustion bath, samples were washed with distilled water and 3% acetic acid, dried,
printed with a printing paste containing
20 gm/Kg Chitosan
3% Acetic acid
Y Water
____________________________
1000 g.
Means and standard errors
PET Blend 1 Blend 2
6
8
10
12
14
16
18M
ean
142
Samples were then cured at (140, 160, 180, and up to 220° C in the case of PET) for 4
minutes, after that samples were dyed with acid dye Sandolan Blue E-2GL 200%, air dried
and then the colour strength was evaluated.
5.3.2.1. Effect of chitosan fixation temperature on the K/S values of chitosan printed
PET samples
As mentioned in part (5.3.2) PET samples pretreated with NaOH solution of 15 g/L were
printed with chitosan and thermally fixed at (140, 160, 180, 200 and 220 °C) to study the
effect of fixation temperature on the K/S values of chitosan printed PET samples.
Table 5.4 shows the mean K/S values for each set of temperature for three samples at each
fixation temperature.
Table 5.4: The K/S means values of chitosan printed PET samples for each fixation
temperature
Temperature Number of samples Mean
0 3 0.62
140 3 7.05
160 3 8.27
180 3 8.85
200 3 13.70
220 3 14.68
Figure 5.5: Means and standard error for the effect of fixation temperature on the K/S
values of the chitosan printed PET samples
Means and standard errors of fixation temp. effect on K/S values of PET samples
temp (°C)
K/S
0 140 160 180 200 220
0
3
6
9
12
15
143
From figure 5.5, for a given set of fixation temperature, it could be seen that the K/S values
of chitosan printed PET samples slightly increased by the increase of fixation temperature up
to 180 °C.
By increasing the fixation temperature of chitosan printed PET samples to 200°C the K/S
values increased showing a huge change in K/S values of PET samples. By increasing the
fixation temperature further to 220 °C, a slight increase in the K/S values is noticed with a
slight yellowness caused by chitosan deposited on the surface of PET samples and by PET
samples being affected by the high temperature. The figure also shows the standard error for
each sample.
The results are fitting a regression model which describes the relationship between K/S
values of chitosan printed PET samples and the fixation temperature.
The P-value in the regression analysis is 0 (less than 0.05) which shows that there is a
significant relationship between the K/S values of chitosan padded PET samples and the
fixation temperature of PET samples at the 95.0% confidence level.
The R2 value of 96.33 % means that the model as fitted explains 96.33 % of the variability in
K/S values of chitosan printed PET samples.
The multiple range tests showed that there is a significant difference between non treated
PET samples and treated samples with chitosan at any set of fixation temperature.
Results also showed that by increasing the fixation temperature from 160 °C to 180 °C for
PET samples the difference was not significant, and that by increasing the fixation
temperature from 180 °C to 220 °C, PET samples showed a significant difference.
The highest level of difference was at temperature of 220 °C but this could be due to the
chitosan deposited on the surface of PET samples. It is concluded from the multiple range
tests that the pretreatment of PET samples with chitosan would make a significant difference
on the K/S values of PET samples and that the highest level of difference was at temperature
of 220 °C.
As a conclusion the optimum fixation temperature of chitosan printed PET samples was
found to be 200 °C as it gave the highest values of K/S levels and made the biggest level of
difference between treated and untreated samples after excluding the 220 °C as the latest
caused the yellowness of the samples.
144
5.3.2.2. Effect of fixation temperature on the K/S values of chitosan printed 50%
cotton- 50% PET samples
Samples of 50% cotton - 50% PET (Blend 1) where pretreated with NaOH solution of 15 g/L
, then were printed with chitosan and thermally fixed at (140, 160, 180, and 200 °C), to study
the effect of fixation temperature on the K/S values of chitosan printed 50% cotton - 50%
PET samples.
Table 5.5 shows the mean K/S values of each set of fixation temperature for three samples
each.
Table 5.5: K/S mean values of chitosan printed blend 1 samples for each fixation
temperature
Temperature Number of samples Mean
0 3 1.08
140 3 8.63
160 3 13.76
180 3 14.4
200 3 15.89
Figure 5.6: Means and standard errors for the effect of fixation temperature on the K/S
values of the chitosan printed 50% cotton – 50% PET samples
From figure 5.6, it is clear that the K/S values of 50% cotton – 50% PET samples increased
by the increase of fixation temperature of chitosan printed samples. The highest K/S values
was at 180 °C, by increasing the fixation temperature to 200 °C, samples colour changed to
yellow because of the existence of cotton percentage in the blend, which affected the overall
colour and would give false results when evaluating the colour strength. The figure also
shows the standard error for each sample.
Temperature (°C)
K/S
Means and standard errors of fixation temp. effect on K/S of blend1 samples
0 140 160 180 200
0
3
6
9
12
15
18
145
By doing the regression analysis, a regression model describing the relationship between K/S
values of chitosan printed (50% cotton – 50% PET) samples and the fixation temperature of
the printed samples was obtained, see appendix B.
The P-value is less than 0.05, which shows that there is a significant relationship between the
K/S values of chitosan printed 50% cotton – 50% PET samples and the fixation temperature
at the 95.0% confidence level. The R2 value of 95.07 % means that the model as fitted
explains 95.07 % of the variability in K/S values of chitosan printed 50% cotton – 50% PET
samples.
To tell which fixation temperature is different from another a Fisher's least significant
difference analysis (LSD) where done.
Results showed that there is a significant difference between non treated (50% cotton – 50%
PET) samples and samples treated with chitosan at any temperature. By increasing the
fixation temperature from 140 °C to 160 °C and from 180 °C to 200 °C the difference was
significant. This behaviour changes by reaching fixation temperature of 180 °C where K/S
values were found to be slightly increasing, hence making a non-significant difference
between the means of sampled fixed at 160 °C and samples fixed at 180 °C. The highest level
of difference occurred when the temperature was 180 and 200 °C.
It is obvious from the results ( see appendix B), that the fixation of chitosan on (50% cotton –
50% PET) samples would make a significant difference on the K/S values of the samples and
that the highest level of difference was at fixation temperature of 180 to 200 °C.
As a conclusion the optimum fixation temperature for the chitosan printed (50% cotton –
50% PET) samples was found to be 180 °C although the highest K/S value was obtained at
200 °C fixation temperature, this to avoid yellowing of the fabrics.
5.3.2.3. Effect of fixation temperature on the K/S values of chitosan printed 65%
Cotton- 35% PET samples
Samples of 65% cotton - 35% PET (Blend 2) were pretreated with NaOH solution of 15 g/L ,
then weere printed with chitosan and thermally fixed at (140, 160, 180, and 200 °C) to study
the effect of fixation temperature on the K/S values of chitosan printed 65% cotton - 35%
PET samples.
Table 5.6 shows the mean K/S values of each set of fixation temperatures.
146
Table 5.6: K/S mean values of chitosan printed blend 2 samples for each fixation
temperature
Temperature Number of samples K/S mean value
0 3 1.32
140 3 9.33
160 3 17.26
180 3 20.20
200 3 20.92
Figure 5.7: Means and standard errors for the effect of fixation temperature on the K/S
values of the chitosan printed 65% cotton – 35% PET samples
From figure 5.7, it is clear that the K/S values of 65% cotton – 35% PET samples increased
by increasing the fixation temperature of chitosan printed samples. The Highest K/S values
were at 180 °C, after that by increasing the fixation temperature to 200 °C yellowness issue
occurred as aforementioned. Figure 5.7 also shows the standard error for each sample.
The regression analysis showed a regression model describing the relationship between K/S
values of chitosan printed (65% cotton – 35% PET) samples and the fixation temperature of
the printed samples.
The P-value is less than 0.05, which shows that there is a significant relationship between the
K/S values of chitosan printed 65% cotton – 35% PET samples and the fixation temperature
of 65% cotton – 35% PET samples at the 95.0% confidence level.
Temperature (°C)
K/S
Means and standard errors of fixation temp. effect on K/S of blend2 samples
0 140 160 180 200
0
4
8
12
16
20
24
147
The R2 value of 93.84 % means that the model as fitted explains 93.84 % of the variability in
K/S values of chitosan printed 65% cotton – 35% PET samples
The multiple range tests showed that there is a significant difference between non treated
(65% cotton – 35% PET) samples and chitosan treated samples at any temperature.
Increasing the fixation temperature from 140 °C to 200 °C gave a significant difference in
K/S values. The highest level of difference occurred at fixation temperature from 80 to 200
°C.
It could understood from the multiple range tests that the fixation of chitosan on (65% cotton
– 35% PET) samples would make a significant difference on the K/S values of (65% cotton –
35% PET) samples and that the highest level of difference was at fixation temperature of 180
to 200 °C.
As a conclusion the optimum fixation temperature for the chitosan printed (65% cotton –
35% PET) samples was found to be 180 °C.
5.3.2.4. Effect of fixation temperature on the K/S values of cotton samples
Cotton samples were printed with chitosan solution and thermally fixed at (140, 160, 180,
200 °C), this was to study the effect of fixation temperature on the K/S values of chitosan
printed cotton samples.
Table 5.7 show the mean of K/S values for each set of fixation temperatures for three samples
each.
Table 5.7: The mean values of K/S for cotton samples of each fixation temperature
Temperature Number of samples K/S mean values
0 3 1.53
140 3 13.13
160 3 19.61
180 3 21.76
200 3 24.44
148
Figure 5.8: Means and standard errors for the effect of fixation temperature on the K/S
values of the chitosan printed cotton samples
From figure 5.8, it is clear that the K/S values of cotton samples increased by the increase of
fixation temperature of chitosan printed samples. The highest K/S values were at 180 °C.
By increasing the fixation temperature to 200 °C, yellowness of fabric occurred, this affected
the overall colour and gave false spectrophotometer readings. Figure 5.8 also shows the
standard error for the three samples of each fixation temperature as explained previously.
The regression analysis gave a regression model that describes the relationship between K/S
values of chitosan printed cotton samples and the fixation temperature.
The P-value in the ANOVA table is less than 0.05, which shows that there is a significant
relationship between the K/S values of chitosan printed samples and the fixation temperature
of cotton samples at the 95.0% confidence level.
The R2 value of 98 %means that the model as fitted explains 98 % of the variability in K/S
values of chitosan printed cotton samples.
The multiple range tests showed that there is a significant difference between non treated
cotton samples and chitosan printed samples at any fixation temperature. By increasing the
fixation temperature from 140 °C to 200 °C the difference was significant. The highest level
of difference occurred at fixation temperature of 180 to 200 °C.
It could be understood from the multiple range tests that the fixation of chitosan cotton
samples would make a significant difference on the K/S values of cotton samples and that the
Means and standard errors of fixation temp. effect on K/S of cotton samples
Temperature (°C)
K/S
0 140 160 180 200
0
5
10
15
20
25
149
highest level of difference was at fixation temperature between 180 - 200 °C. Although
fixation temperature of 200 °C gave the highest K/S results but it was avoided to avoid the
yellowness occurring in the fabric by such higher temperature. That is why a fixation
temperature of 180 °C was considered as the optimum fixation temperature for chitosan
printed cotton samples.
It is concluded that the optimum fixation temperature for the chitosan printed cotton samples
was found to be 180 °C.
5.3.2.5. Multiple ANOVA analysis for the effect of fixation temperature of K/S for
the textile samples
A multiple ANOVA analysis was done to see if the effect of fixation temperature would be
significantly different from one type of fabric to another. The ANOVA multiple sample
comparison showed a P value of 0 which is less than 0.05, meaning that the K/S showed a
significant difference K/S means for the studied fabrics (PET, 50% PET-50% cotton, , 65%
PET- 35% cotton and cotton) at the 95.0% confidence level.
Figure 5.9 Means and standard errors for the comparison between fixation
temperatures effect on different chitosan printed fabrics
Figure 5.9 show the difference between the K/S means of (PET, 50% PET-50% Cotton, and
65% PET- 35% Cotton, and cotton) fabrics at the 95.0% confidence level. From the figure it
could be noticed that the effect of fixation temperature increases from PET to Blend 1 (50%
PET-50% Cotton) and then increases again in Blend 2 (65% PET- 35% Cotton) then
increases further in cotton.
PET Blend 1 Blend 2 Cotton
Means and standard errors
9
11
13
15
17
19
21
Mean
150
This could be explained by the increase of the cotton percentage in the fabric, which leads to
higher concentration of chitosan particles fixed to the fabric and higher affinity to dye stuff
which leads to an increase in the mean of K/S values.
5.3.3. Effect of chitosan fixation time on chitosan printed textile samples
The following results show the effect of chitosan fixation time on the K/S values of chitosan
printed polyester, 50% cotton-50% PET, 65% cotton-35% PET, and cotton fabrics.
Fabrics were treated with 15 gm/L of sodium hydroxide at 80 °C for 30 minutes in L:R 1: 20.
After exhaustion bath, samples were washed with distilled water and 3% acetic acid, dried,
printed with a printing paste containing:
20 gm/Kg Chitosan
3% Acetic acid
Y Water
____________________________
1000 g.
Sample were then cured at 180 ° C except for PET samples which were cured at 200° C for
(1, 2, 3, and 4 minutes), after that samples were dyed with acid dye Sandolan Blue E-2GL
200%, air dried and then the colour strength was evaluated.
5.3.3.1. Effect of fixation time on the K/S values of chitosan printed PET samples
As mentioned in part (5.3.3) PET samples pretreated with NaOH solution of 15 g/L were
printed with chitosan printing paste and were thermally fixed at 200 °C for (1, 2, 3, and 4
minutes) to study the effect of fixation time on the K/S values of chitosan printed PET
samples.
Table 5.8 shows the mean K/S values of each set of time for three samples each.
Table 5.8: The K/S means values of PET samples for each fixation time
Time Number of samples K/S Mean values
0 3 0.62
1 3 8.99
2 3 9.41
3 3 12.86
4 3 13.27
151
Figure 5.10: Means and standard error for the effect of fixation time on the K/S values
of the chitosan printed PET samples
From figure 5.10, for a given set of fixation time, it could be seen that the K/S values of
chitosan printed PET samples increased by the increase of fixation time to 3 minutes. By
increasing the fixation time of chitosan printed PET samples to 4 minutes, the K/S values
slightly increased but with a slightly yellowness of the samples caused by the chitosan film
depositing on the surface of PET samples changing their colour to yellow. Figure 5.10 also
shows the standard error for each sample as well.
The results are fitting a regression model which describes the relationship between K/S
values of chitosan printed PET samples and the fixation time. The P-value in the regression
analysis is less than 0.05, which shows that there is a significant relationship between the K/S
values of chitosan printed PET samples and the fixation time of at the 95.0% confidence
level.
The R2 value of 93.37 % means that the model as fitted explains 93.37 % of the variability in
K/S values of chitosan printed PET samples
The ANOVA analysis showed that the P-value is 0 which is less than 0.05. This means that
there is a significant difference between the mean of K/S values of chitosan printed PET
samples from one set of fixation time to anther at the 95.0% confidence level. LSD analysis
was done to determine which fixation time is significantly different from another.
The multiple range tests showed that there is a significant difference between non treated
PET samples and printed samples with chitosan at any set of fixation time.
Time (minutes)
K/S
Means and standard errors of fixation time effect on K/S values of PET samples
0 1 2 3 4
0
3
6
9
12
15
152
It is concluded from the results that by increasing the fixation time from 1 to 2 minutes for
treating PET samples, the difference was not significant, by increasing the fixation time from
2 to 3 minutes, PET samples showed a significant difference, and by increasing the fixation
time from 3 to 4 minutes, samples showed an insignificant difference again. Results of
Multiple range test, regression model, and Anova table are thoroughly listed in appendix B.
The highest level of difference was at a fixation time between 3 and 4 minutes but with no
significant difference between these two sets of fixation time. It could be understood from the
multiple range tests that the pretreatment of PET samples with chitosan would make a
significant difference on the K/S values of PET samples when fixed at any fixation time
when compared to untreated and that the highest level of difference was at fixation time
between 3-4 minutes.
As a conclusion the optimum fixation time for chitosan printed PET samples was found to be
between 3 and 4 minutes. This gave the highest values of K/S levels and made the biggest
level of difference between treated and untreated samples. In the following work a fixation
time of 3 minutes was chosen to be the optimum fixation time for chitosan printed PET
samples, as there was no significant difference in the effect on K/S values of treated samples
for 3 and treated samples for 4 minutes.
5.3.3.2. Effect of fixation time on the K/S values of 50% cotton – 50% PET samples
As mentioned in part (5.3.3) 50% cotton – 50% PET samples pretreated with NaOH solution
of 15 g/L were printed with chitosan and thermally fixed at 180 °C for (1, 2, 3, and 4
minutes) to study the effect of fixation time on the K/S values of chitosan printed 50% cotton
– 50% PET samples, table 5.9 shows the mean K/S values of each set of time for three.
Table 5.9: The K/S means values of 50% cotton – 50% PET samples for each fixation
time three samples each
Time Number of samples K/S mean values
0 3 1.08
1 3 9.73
2 3 11.21
3 3 12.36
4 3 14.73
153
Figure 5.11: Means and standard error for the effect of fixation time on the K/S values
of the chitosan padded 50% cotton – 50% PET samples
From figure 5.11, for a given set of fixation time, it could be seen that the K/S values of
chitosan printed 50% cotton – 50% PET samples increased by the increase of fixation time. It
is worth mentioning that when fixation time was 4 minutes the 50% cotton – 50% PET
samples showed slight yellowness, this yellowness could be a result of some factors, i.e.
higher percentage of chitosan deposited on the fabric surface, existence of higher percentage
of cotton fibres which tend to change their colour in the blended fabric due to their exposure
to the fixation temperature for a longer period of time. Figure 5.11 also shows the standard
error for each sample as explained previously.
K/S results are fitting a regression model which describes the relationship between K/S
values of chitosan padded 50% cotton – 50% PET samples and the fixation time. The results
showed P-value in the regression analysis was less than 0.05, this showed that there is a
significant relationship between the K/S values of chitosan padded 50% cotton – 50% PET
samples and the fixation time of PET samples at the 95.0% confidence level.
The R2 value of 92.18 % means that the model as fitted explains 92.18 % of the variability in
K/S values of chitosan printed 50% cotton – 50% PET samples.
Fisher's least significant difference analysis was done to determine which fixation time is
significantly different from another.
The multiple range tests showed that there is a significant difference between non treated
50% cotton – 50% PET samples and printed samples with chitosan at any set of fixation time.
Time (minutes)
K/S
Means and standard errors of fixation time effect on K/S of blend1 samples
0 1 2 3 4
0
3
6
9
12
15
154
It also showed that by increasing the fixation time from 1 to 2 minutes, from 2 to 3 minutes
and from 3 to 4 minutes for 50% cotton – 50% PET, samples showed a significant difference.
The highest level of difference was at fixation time of 4 minutes but this could be a results of
the fabric changing its colour to yellow which in return might have given an inaccurate K/S
value as explained previously. It could concluded from the multiple range tests that the
pretreatment of 50% cotton – 50% PET samples with chitosan would make a significant
difference on the K/S values of PET samples when fixed and that the highest level of
difference was at fixation time between 3-4 minutes.
As a conclusion the optimum fixation time for chitosan printed 50% cotton – 50% PET
samples was found to be 3 minutes. As it gave the highest values of K/S levels and made the
biggest level of difference between treated and treated samples. Fixation time for 4 minutes
was excluded for yellowness issue explained previously.
5.3.3.3. Effect of fixation time on the K/S values of 65% cotton – 35% PET samples
65% cotton – 35% PET samples pretreated with NaOH solution of 15 g/L were printed with
chitosan and thermally fixed at 180 °C for (1, 2, 3, and 4 minutes) to study the effect of
fixation time on the K/S values of chitosan printed 65% cotton – 35% PET samples, table
5.10 shows the mean K/S values of each set of time for three samples each.
Table 5.10: The K/S mean values of 65% cotton – 35% PET samples for each fixation
time
Time Number of samples K/S mean values
0 3 1.32
1 3 10.6
2 3 11.74
3 3 13.78
4 3 18.82
155
Figure 5.12: Means and standard error for the effect of fixation time on the K/S values
of the chitosan padded 65% cotton – 35% PET samples
From figure 5.12, for a given set of fixation time, it could be seen that the K/S values of
chitosan printed 65% cotton – 35% PET samples increased by the increase of fixation time.
Worth mentioning again that in fixation time 4 minutes the 65% cotton – 35% samples
showed slight yellowness as explained previously. The figure also shows the standard error
;measurement of standard deviation of sampling distribution (Hanneman et al., 2012) for
each sample as well.
The results are fitting a regression model which describes the relationship between K/S
values of chitosan printed 65% cotton – 35% PET samples and the fixation time (see
appendix B).
The P-value in the regression analysis is less than 0.05, which shows that there is a significant
relationship between the K/S values of chitosan padded 65% cotton – 35% PET samples and
the fixation time of PET samples at the 95.0% confidence level.
The R2 value of 90.91 % means that the model as fitted explains 90.91 % of the variability in
K/S values of chitosan printed 65% cotton – 35% PET samples. This could be seen in the
plot of the fitted model curve listed in appendix B.
The LSD analysis was done to determine which fixation time is significantly different from
another.
Means and standard errors of fixation time effect on K/S of blend2 samples
Time (minutes)
K/S
0 1 2 3 4
0
4
8
12
16
20
156
The multiple range tests showed that there is a significant difference between non treated
65% cotton – 35% PET samples and treated samples with chitosan at any set of fixation time.
It also showed that by increasing the fixation time from 1 to 2 minutes for 65% cotton – 35%
PET samples, the difference in K/S was not significant.
By increasing the fixation time from 2 to 3 minutes and from 3 to 4 minutes, 65% cotton –
35% PET samples showed a significant difference again.
The highest level of difference was at fixation time of 4 minutes, but fixation time of 3-4
minutes was concluded to be the optimum fixation conditions, this was to avoid turning the
colour of the samples into yellow by exposing the sample to higher fixation time, and because
there was no significant difference in K/S mean values of samples treated for three and four
minutes.
As a conclusion the optimum fixation time for chitosan printed 65% cotton – 35% PET
samples was found to be 3 minutes. As it gave the highest values of K/S levels and made the
biggest level of difference between untreated and treated samples.
5.3.3.4. Effect of fixation time on the K/S values of cotton samples
Cotton samples were printed with chitosan and thermally fixed at 180 °C for (1, 2, 3, and 4
minutes) to study the effect of fixation time on the K/S values of chitosan printed cotton
samples. Table 5.11 shows the mean K/S values of each set of time for three samples each.
Table 5.11: The K/S means values of cotton samples for each fixation time
Time Number of samples K/S mean values
0 3 1.53
1 3 12.68
2 3 13.63
3 3 15.89
4 3 19.97
157
Figure 5.13: Means and standard error for the effect of fixation time on the K/S values
of the chitosan printed cotton samples
From figure 5.13, for a given set of fixation time, it could be seen that the K/S values of
chitosan printed cotton samples increased by the increase of fixation time to 3 minutes.
By increasing the fixation time of chitosan printed cotton samples to 4 minutes, the K/S
values increased but with the expected dark yellow shade. The figure also shows the standard
error for each sample.
The relationship between K/S values of chitosan padded cotton samples and the fixation
temperature is described in the fitted model equation (see appendix B).
The P-value in the regression analysis is less than 0.05, which shows that there is a significant
relationship between the K/S values of chitosan printed cotton samples and the fixation time
of cotton samples at the 95.0% confidence level.
The R2 value of 90.91 % means that the model as fitted explains 90.91 % of the variability in
K/S values of chitosan printed cotton samples.
The multiple range tests showed that there is a significant difference between non treated
cotton samples and printed samples with chitosan at any set of fixation time. It also showed
that by increasing the fixation time from 1 to 2 minutes for cotton samples, the difference in
K/S mean values was not significant.
It could understood from the multiple range tests that the pretreatment of cotton samples with
chitosan would make a significant difference on the K/S values of cotton samples, and that
Time (minutes)
K/S
Means and standard errors of fixation time effect on K/S of cotton samples
0 1 2 3 4
0
4
8
12
16
20
24
158
the highest level of difference was at fixation time between 3-4 minutes. As a conclusion the
optimum fixation time for chitosan padded cotton samples was found to be 3 minutes.
5.3.3.5. Multiple ANOVA analysis for the effect of fixation time on K/S values of
treated samples
A multiple ANOVA analysis was done to see if the effect of fixation time would be
significantly different from one type of fabric to another. The ANOVA multiple sample
comparison showed a P value of 0 which is less than 0.05. This means that there is a
significant difference between the K/S mean value of the fabrics under investigation; (PET,
50% PET-50% cotton, 65% PET- 35% cotton and cotton) at the 95.0% confidence level.
Figure 5.14: Means and standard errors for the comparison between fixation time effect
on the different fabrics
Figure 5.14 show the difference between the means for K/S values of the 4 fabrics (PET, 50%
PET-50% Cotton, and 65% PET- 35% Cotton, and cotton) at the 95.0% confidence level. It
could be noticed that the effect of fixation time slightly increases from PET to Blend 1 (50%
PET-50% Cotton), then increases again in Blend 2 (65% PET- 35% Cotton), then increases
further in cotton.
This could be explained by the increase of cotton percentage in the fabric, which leads to
higher concentration of chitosan particles fixed to higher percentage of cotton existing in the
fabric. This causes higher affinity to dye stuff which leads to an increase in the mean of K/S
values.
PET Blend 1 Blend 2 Cotton
Means and standard errors
10
12
14
16
18
Mean
159
The small increase in K/S means between PET and Blend 1 (50% PET-50%) is due the
higher fixation temperature that PET samples were fixed at, which lead to higher K/S values
than blended samples.
5.3.4. Effect of chitosan concentration on the K/S values of chitosan printed textile
fabrics
The following results show the effect of chitosan concentration in the printing paste on the
K/S values of polyester, 50% cotton-50% PET, 65% cotton-35% PET, and cotton fabrics.
Fabrics were treated with 15 gm/L of sodium hydroxide (except for cotton) at 80 °C for 30
minutes in L:R 1: 20. After exhaust bath, samples were washed with distilled water and 3%
acetic acid, dried.
Samples were then printed with a printing paste containing:
X gm/Kg Chitosan
3% Acetic acid
Y Water
___________________________
1000 g.
Chitosan concentrations used were (5, 10, 15, and 20 gm/Kg). Samples were then cured at
180 °C for cotton and blend 1 and blend 2 for 3 minutes and in the case of PET, samples were
treated for 200 °C for 3 minutes. After that; samples were dyed with Sandolan Blue E-2GL
200% acid dye, air dried and then evaluated for the colour strength.
5.3.4.1. Effect of chitosan concentration on the K/S values of PET samples
As mentioned in part (5.3.4) PET samples pretreated with NaOH solution of 15 g/L were
printed with a printing paste with chitosan concentration of (5, 10, 15, and 20 gm/L) and 3%
acetic acid, then thermally fixed at 200 °C for 3 minutes.
Samples were then dyed with acid dye, air dried and evaluated for colour strength to study
the effect of chitosan concentration on the K/S values of chitosan printed PET samples, table
5.12 shows the mean K/S values of each set of time for three samples each.
160
Table 5.12: The K/S mean values of PET samples for each chitosan concentration
Concentration Number of samples K/S mean values
0 3 0.62
5 3 5.68
10 3 7.21
15 3 8.01
20 3 12.06
Figure 5.15: Means and standard error for the effect of chitosan concentration on the
K/S values of the chitosan padded PET samples
From figure 5.15, for a given set of chitosan concentration, it could be seen that the K/S
values of chitosan printed PET samples increased by the increase of chitosan concentration.
The figure also shows the standard error for each sample as well.
The results are fitting a regression model which describes the relationship between K/S
values of chitosan padded PET samples and the chitosan concentration (see appendix B).
The P-value in the regression analysis is less than 0.05, which shows that there is a significant
relationship between the K/S values of chitosan printed PET samples and the chitosan
concentration at the 95.0% confidence level.
The R2 value of 92.24 % means that the model as fitted explains 92.24 % of the variability in
K/S values of chitosan printed PET samples.
The ANOVA analysis showed that the P-value is 0 which is less than 0.05. This means that
there is a significant difference between the mean values of K/S values of chitosan printed
PET samples from one chitosan concentration to another at the 95.0% confidence level. LSD
Means and standard errors of chitosan conc. effect on K/S of cotton samples
Chitosan concentration (grams)
K/S
0 5 10 15 20
0
3
6
9
12
15
161
(Fisher's least significant difference analysis) was done to determine which chitosan
concentration is significantly different from another.
The multiple range tests showed that there is a significant difference between non treated
PET samples and printed samples with chitosan at any concentration.
The highest level of difference was at chitosan concentration 20 g/L. Increasing the chitosan
concentration from 10 to 15 grams showed insignificant difference between the two levels.
It could understood from the multiple range tests that the pretreatment of PET samples with
chitosan would make a significant difference on the K/S values of PET samples at any
chitosan concentration and the highest K/S values could be achieved using 20 g/L of chitosan
concentration.
As a conclusion the optimum chitosan concentration for printed PET samples was found to be
20 grams. This concentration gave the highest value of K/S and made the biggest level of
difference between untreated and printed samples with chitosan.
5.3.4.2. Effect of chitosan concentration on the K/S values of 50% cotton- 50% PET
samples
As mentioned in part (5.3.4) 50% cotton- 50% PET pretreated with NaOH solution of 15 g/L
were printed with a printing paste with chitosan concentration of (5, 10, 15, and 20 grams)
and 3% acetic acid, then thermally fixed at 180 °C for 3 minutes. This was to study the effect
of chitosan concentration on the K/S values of chitosan printed 50% cotton- 50% PET
pretreated samples. Samples were then dyed with acid dye, air dried and evaluated for the
colour strength.
Table 5.13 shows the mean K/S values of each set of time for three samples each.
Table 5.13: The mean values of K/S of 50% cotton- 50% PET samples for each chitosan
Concentration Number of samples K/S mean values
0 3 1.08
5 3 6.27
10 3 7.32
15 3 8.7
20 3 12.17
162
Figure 5.16: Means and standard error for the effect of fixation time on the K/S values
of the chitosan printed 50% cotton- 50% PET samples
From figure 5.16, for a given set of chitosan concentration, it could be seen that the K/S
values of chitosan printed 50% cotton- 50% PET samples (Blend 1)increased by the increase
of chitosan concentration. The figure also shows the standard error for each sample as well.
The results are fitting a regression model which describes the relationship between K/S
values of chitosan printed 50% cotton- 50% PET samples and the chitosan concentration (see
appendix B).
The P-value in the regression analysis is less than 0.05, which shows that there is a significant
relationship between the K/S values of chitosan printed 50% cotton- 50% PET samples and
the chitosan concentration at the 95.0% confidence level.
The R2 value of 92.66 % means that the model as fitted explains 92.66 % of the variability in
K/S values of chitosan printed 50% cotton- 50% PET samples.
LSD (Fisher's least significant difference analysis) was done to determine which chitosan
concentration is significantly different from another.
The multiple range tests showed that there is a significant difference between non treated
50% cotton- 50% PET samples and treated samples with chitosan at any concentration.
The highest level of difference was at a chitosan concentration 20 g/L. It could understood
from the multiple range tests that the pretreatment of the samples with chitosan would make a
Chitosan concentration (grams)
K/S
Means and standard errors of chitosan conc. effect on K/S of Blend1 samples
0 5 10 15 20
0
3
6
9
12
15
163
significant difference on the K/S values of 50% cotton- 50% PET samples at any chitosan
concentration and the highest K/S values could be achieved using 20 g/L of chitosan
concentration.
As a conclusion the optimum chitosan concentration for printed 50% cotton- 50% PET
samples was found to be 20 g/L, it gave the highest values of K/S levels and made the biggest
level of difference between untreated and treated samples with chitosan.
5.3.4.3. Effect of chitosan concentration on the K/S values of 65% cotton- 35% PET
samples
As mentioned in part (5.3.4) 65% Cotton- 35% PET samples pretreated with NaOH solution
of 15 g/L were printed with a printing paste with chitosan concentration of (5, 10, 15, and 20
grams) and 3% acetic acid, thermally fixed at 180 °C for 3 minutes.
Samples were dyed with acid dye, air dried and then evaluated for colour strength. This was
to study the effect of chitosan concentration on the K/S values of chitosan printed 65%
cotton- 35% PET pretreated samples. Table 5.14 shows the mean K/S values of each set of
time for three samples each.
Table 5.14 The K/S mean values of 65% cotton- 35% PET samples for each chitosan
concentration
Chitosan Concentration Number of samples K/S mean values
0 3 1.32
5 3 6.74
10 3 8.3
15 3 9.58
20 3 14.05
164
Figure 5.17: Means and standard error for the effect of fixation time on the K/S values
of the chitosan padded 65% cotton- 35% PET samples
From figure 5.17, for a given set of chitosan concentration, it could be seen that the K/S
values of chitosan printed 65% cotton- 35% PET samples (Blend 1) increased by the increase
of chitosan concentration. The figure also shows the standard error for each sample.
The results are fitting a regression model which describes the relationship between K/S
values of chitosan printed 65% cotton- 35% PET samples and the chitosan concentration (see
appendix B).
The P-value in the regression analysis is less than 0.05, which shows that there is a significant
relationship between the K/S values of chitosan printed 65% cotton- 35% PET samples and
the chitosan concentration at the 95.0% confidence level.
The R2 value of 92.97 % means that the model as fitted explains 92.97 % of the variability in
K/S values of chitosan printed 65% cotton- 35% PET samples.
Fisher's least significant difference analysis (LSD) was done to determine which chitosan
concentration is significantly different from another.
The multiple range tests showed that there is a significant difference between non treated
65% cotton- 35% PET samples and treated samples with chitosan at any concentration.
The highest level of difference was at a chitosan concentration 20 grams. It could be
understood from the results that the pretreatment of 65% cotton- 35% PET samples with
chitosan would make a significant difference on the K/S values of 65% cotton- 35% PET
Means and standard errors of chitosan conc. effect on K/S of Blend 2 samples
Chitosan concentration (grams)
K/S
0 5 10 15 20
0
3
6
9
12
15
165
samples at any chitosan concentration, and the highest K/S values could be achieved using 20
grams of chitosan concentration.
As a conclusion the optimum chitosan concentration for printed 65% cotton- 35% PET
samples was found to be 20 g/L. As it gave the highest value of K/S and made the biggest
level of difference between untreated and treated samples with chitosan.
5.3.4.4. Effect of chitosan concentration on the K/S values of cotton samples
As mentioned in part (5.3.4), cotton samples were printed with a printing paste containing
chitosan concentration of (5, 10, 15, and 20 grams) and 3% acetic acid, thermally fixed at 180
°C for 3 minutes. Samples were then dyed with acid dye, air dried and evaluated for colour
strength to study the effect of chitosan concentration on the K/S values of chitosan printed
cotton pretreated samples
Table 5.15 shows the mean K/S values of each set of time for three samples each.
Table 5.15 The K/S mean values of cotton samples for each chitosan concentration
Chitosan Concentration Number of samples K/S mean values
0 3 1.53
5 3 8.68
10 3 9.96
15 3 11.55
20 3 16.44
Figure 5.18: Means and standard error for the effect of fixation time on the K/S values
of the chitosan printed cotton samples
Means ans standard errors of chitosan conc. effect on K/s of cotton samples
Chitosan concentration (grams)
K/S
0 5 10 15 20
0
3
6
9
12
15
18
166
From figure 5.18, for a given set of chitosan concentration, it could be seen that the K/S
values of chitosan printed cotton samples increased by the increase of chitosan concentration.
The figure also shows the standard error for each sample
The results are fitting a regression model which describes the relationship between K/S
values of chitosan printed cotton samples and the chitosan concentration (see appendix B).
The P-value in the regression analysis is less than 0.05, which shows that there is a significant
relationship between the K/S values of chitosan printed cotton samples and the chitosan
concentration at the 95.0% confidence level.
The R2 value of 91.92 % means that the model as fitted explains 91.92 % of the variability in
K/S values of chitosan printed cotton samples.
Fisher's least significant difference analysis (LSD) was done to determine which chitosan
concentration is significantly different from another.
The multiple range tests showed that there is a significant difference between non treated
cotton samples and treated samples with chitosan at any concentration.
Results showed that the highest level of difference was at chitosan concentration of 20 grams.
It could understood from the multiple range tests that printing cotton samples with chitosan
would make a significant difference on the K/S values of cotton samples at any chitosan
concentration and the highest K/S values could be achieved using 20 g/L of chitosan
concentration.
As a conclusion the optimum chitosan concentration for printed cotton samples was found to
be 20 grams, as it gave the highest value of K/S and made the biggest level of difference
between untreated and treated samples with chitosan.
5.3.4.5. Multiple ANOVA analysis for the effect of chitosan concentration
A multiple ANOVA analysis was done to see if the effect of chitosan concentration would
show a significant difference from one type of fabric to another. The ANOVA multiple
sample comparison showed a P value of 0.02 which is less than 0.05 which means that there
is a significant difference between the mean values of K/S of the fabrics under investigation;
(PET, 50% PET-50% cotton, , 65% PET- 35% cotton and cotton) at the 95.0% confidence
level.
167
Figure 5.19 Means and standard errors for the comparison between chitosan
concentration effects on different fabrics
Figure 5.19 shows the difference between the means for K/S values of the studied fabrics
(PET, 50% PET-50% Cotton, and 65% PET- 35% Cotton, and cotton) and the standard errors
for each fabric at the 95.0% confidence level.
From the figure it could be noticed that the effect of chitosan concentration on K/S values
slightly increases from PET to blend 1 (50% PET-50% Cotton), significantly increases in
blend 2 (65% PET- 35% cotton) and then increases further in cotton.
This could be explained by the increase of cotton percentage in the fabric. This lead to higher
concentration of chitosan particles fixed to the higher percentage of cotton existing in the
fabric. This means higher affinity to dye stuff which leads to an increase in the mean of K/S
values.
The small increase in K/S means between PET and Blend 1 (50% cotton-50% PET) is due the
higher fixation temperature that PET samples were fixed at, which lead to higher K/S values
than blended samples.
5.4. Samples evaluation
5.4.1. Colour fastness evaluation
5.4.1.1. Colour fastness to crocking
As explained in Chapter three the colour fastness for crocking was done according to
(BS.EN.ISO-105-X12:2002). Results are shown in table 5.16.
PET Blend 1 Blend 2 Cotton
Means and standard errors
Chitosan concentration (grams)
7.5
8.5
9.5
10.5
11.5
12.5
13.5M
ean
168
Table 5.16: Fastness to dry and wet crocking of chitosan printed samples
Samples Crocking
Dry Wet
Polyester
NaoH concentration
Untreated 4-5 3-4
5 gm NaoH 4-5 1-2
10 gm NaoH 3-4 1
15 gm NaoH 3-4 1
20 gm NaoH 4-5 1-2
25 gm NaoH 4-5 2
Temperature
140°C 3 1
160°C 4 1
180°C 4 1-2
Time
1 min. 3-4 1-2
2 min. 4 1-2
3 min. 4-5 4
4 min. 4-5 3-4
Ca Concentration
5 gm. 4-5 2-3
10 gm. 4 1-2
15 gm. 4 1-2
20 gm. 3 1-2
Cotton
Temperature
140°C 4-5 1-2
160°C 4-5 2-3
180°C 4-5 3
Time
1 min. 4-5 2-3
2 min. 4-5 3
3 min. 4-5 3-4
4 min. 4-5 4-5
Ca Concentration
5 gm. 4-5 4-5
10 gm. 4-5 3-4
15 gm. 4-5 3
20 gm. 4-5 2-3
50% cotton-
50% Polyester
NaoH concentration
Untreated 4-5 4
5 gm NaoH 4-5 3-4
10 gm NaoH 4-5 3
15 gm NaoH 4-5 2
20 gm NaoH 4-5 2-3
25 gm NaoH 4-5 3-4
Temperature
140°C 4-5 1
160°C 4 1-2
180°C 4-5 1
Time
1 min. 4-5 2
2 min. 4-5 1-2
3 min. 4-5 1-2
4 min. 4-5 1-2
Ca Concentration
5 gm. 4 1-2
10 gm. 4 1-2
15 gm. 4 1-2
20 gm. 4 1
65% cotton- NaoH concentration Untreated 4 2
169
35% Polyester
5 gm NaoH 4-5 1
10 gm NaoH 4 1-2
15 gm NaoH 4 1-2
20 gm NaoH 4 1
25 gm NaoH 4 1
Temperature
140°C 3 1
160°C 3-4 1
180°C 4-5 2
Time
1 min. 4 1-2
2 min. 3-4 1
3 min. 3-4 1-2
4 min. 4 1-2
Ca Concentration
5 gm. 5 2
10 gm. 4-5 1-2
15 gm. 5 1-2
20 gm. 4-5 1-2
From the results it could be seen that the chitosan printed samples possessed a good to very
good fastness to dry crocking but showed medium to poor fastness properties for wet
crocking. This could be due to the fact that the chitosan is deposited on the surface of the
fabric which is forming a film on the surface like several types of textile printing. This in
return causes the film to be easier to rub off when subjected to wet crocking. It has to be
mentioned that wet textiles usually give lower results of crocking than dry fabrics.
5.4.1.2. Colour fastness to domestic and commercial laundering
As explained in Chapter three a domestic washing test (BS-EN-ISO:6330, 2012) was done on
five chitosan printed, acid dyed samples with optimum conditions of each material (cotton,
polyester, 50% cotton/ 50% polyester blends, and 65% cotton/35% polyester blends).
Results were compared to dyed samples with zero chitosan treatment. Samples were
evaluated according to grey scale rating the change in colour. The results showed very good
to excellent fastness to domestic washing as shown in table 5.17.
170
Table 5.17: Fastness properties of chitosan printed fabrics for domestic and commercial
laundering
Samples
Washing
First wash Second wash Third wash Fourth wash Fifth wash
Polyester 5 5 4-5 4-5 4-5
50% cotton-
50% Polyester 5 4-5 4-5 4 4
65% cotton-
35% Polyester 4-5 4-5 4 4-5 4
Cotton 4-5 4-5 4 4 4
5.4.1.3. Colour fastness to perspiration
Colour fastness to perspiration was done to measure how fast the chitosan prints are for
human sweat. In this tests chitosan printed samples dyed with acid dye were evaluated for
colour fastness for perspiration, Samples were evaluated according to grey scale rating for
staining (BS.EN.ISO:105-E04, 2009).
Results showed moderate to poor fastness to perspiration as shown in table 5.18.
171
Table 5.18: fastness properties of chitosan printed fabrics for perspiration
Samples
Acid Alkali
Wool Acrylic PET Nylon Cotton Acetate Wool Acrylic PET Nylon Cotton Acetate
Polyester
NaoH
concentration
Untreated 2 2 3-4 1-2 2-3 2 1-2 3-4 2-3 1 1 1
5 gm NaoH 2 2 3-4 1-2 2-3 2-3 1-2 3-4 2-3 1 1-2 1
10 gm NaoH 2 2 3 1 2 2 1-2 3-4 2 1 1 1
15 gm NaoH 2 2-3 3 1-2 2-3 2-3 2 3 2-3 1-2 1-2 1-2
20 gm NaoH 2 2-3 4 1-2 2-3 2-3 1-2 3 2-3 1 1-2 1-2
25 gm NaoH 2 2 3-4 1-2 2-3 2 1-2 3-4 2-3 1 1 1
Temperature
120°C 2 2-3 3 1-2 2-3 2-3 1-2 3-4 2-3 1 1-2 1-2
140°C 2 2-3 3-4 1-2 2-3 2-3 1-2 3 2-3 1 1-2 1-2
160°C 2 2 3 1-2 2-3 2-3 1-2 3 3 1 1-2 1-2
180°C 2 2-3 3-4 1-2 2-3 2-3 2 3 2-3 1 1-2 1-2
Time
1 min. 2 2-3 3 1-2 2-3 2-3 2 3-4 2-3 1 1-2 1-2
2 min. 2 2-3 3-4 1-2 2-3 2-3 2 3 2-3 1 1-2 2
3 min. 2 2-3 3 1-2 2-3 2-3 2 3-4 2-3 1 1-2 1-2
4 min. 1-2 1-2 2-3 1 1-2 1-2 1 2-3 2 1 1 1
Ca 5 gm. 2 2 3-4 1-2 2-3 2 1-2 3-4 2 1 1-2 1-2
172
Concentration 10 gm. 2 2 3 1-2 2-3 2-3 2 3-4 2 1-2 2 2
15 gm. 2 2 3-4 1-2 2-3 2-3 2 3-4 2-3 1 2 2
20 gm. 2 2 3-4 1 2-3 2-3 2 3-4 2-3 1 1-2 1-2
50%
cotton-
50%
Polyester
NaoH
concentration
Untreated 2 2 3-4 1-2 2-3 2-3 1-2 3-4 2-3 1 1-2 1
5 gm NaoH 2 2 3-4 1-2 2 2 1-2 3-4 2-3 1 1-2 1
10 gm NaoH 2 2 3-4 1-2 2-3 2 1-2 3-4 2-3 1 1-2 1
15 gm NaoH 2 2 3-4 1-2 2 2-3 1-2 3-4 1 1 1
20 gm NaoH 2 2-3 3 1-2 2-3 2-3 1-2 3 2-3 1 1-2 1
25 gm NaoH 2 2 3-4 1-2 2-3 2-3 1-2 3-4 2-3 1 1-2 1
Temperature
120°C 2 2-3 3-4 1-2 2-3 2-3 1-2 3-4 3 1 1-2 1-2
140°C 2 2 3-4 1-2 2-3 2 1-2 3-4 2-3 1 1-2 1
160°C 2 2-3 3 1-2 2-3 2-3 1-2 3-4 2-3 1 1-2 1
180°C 2 2-3 3 1-2 2-3 2-3 1-2 3 3 1 1-2 1-2
Time
1 min. 1-2 2 3 1 2 1-2 1-2 3 2 1 1 1
2 min. 1-2 2 3 1 2 1-2 1-2 3 2 1 1 1
3 min. 1-2 2 3 1 2 1-2 1-2 3 2 1 1 1
4 min. 1-2 1-2 3 1 2 1-2 1-2 3 1 1 1
Ca 5 gm. 2 2-3 3-4 1-2 2 2 2 3 2-3 1-2 1-2 1-2
173
Concentration 10 gm. 2 2-3 3 1-2 2-3 2-3 2 3 3 1 1-2 1-2
15 gm. 2 2 3-4 1-2 2-3 2-3 2 3 2-3 1-2 2 2
20 gm. 2 2-3 3 1-2 2-3 2-3 2 3 2-3 1-2 2 2
65%
cotton-
35%
Polyester
NaoH
concentration
Untreated 2 2-3 3-4 1-2 2-3 2-3 1-2 3 3 1 1-2 1-2
5 gm NaoH 2 2 3 1-2 2-3 2-3 1-2 3 2-3 1 1-2 1
10 gm NaoH 2 2-3 3-4 1-2 2-3 2-3 1-2 3-4 2-3 1 1-2 1-2
15 gm NaoH 2 2-3 3-4 1-2 2-3 2 2 3-4 2-3 1 1-2 1-2
20 gm NaoH 2 2-3 3 1-2 2-3 2 2 3 3 1 1-2 1-2
25 gm NaoH 2 2-3 3-4 1-2 2-3 2-3 1-2 3 3 1 1-2 1-2
Temperature
120°C 2 2 3 1-2 2-3 2-3 1-2 3-4 2-3 1 1-2 1-2
140°C 2 2-3 3-4 1-2 2-3 2 1-2 3-4 2-3 1 1-2 1-2
160°C 2 2-3 3 1-2 2-3 2-3 1-2 3-4 2-3 1 1-2 1-2
180°C 2 2-3 3 1-2 2-3 3 2 3 2-3 1 2 2
Time
1 min. 2-3 2-3 3 1-2 2-3 2-3 1-2 3-4 2-3 1 1-2 1-2
2 min. 2 2-3 3 1-2 2-3 2 1-2 3-4 2-3 1 1-2 1-2
3 min. 2-3 2-3 3 1-2 2-3 2-3 1-2 3 2-3 1 1-2 2
4 min. 2 2-3 3 1-2 2-3 2 2 3 2-3 1 2 1-2
Ca 5 gm. 1-2 2 3 1 2 2 1-2 3 2-3 1 1-2 1-2
174
Concentration 10 gm. 1-2 2-3 3 1 2 2 1-2 3 2-3 1 1-2 1-2
15 gm. 2 2-3 3 1-2 2-3 2-3 2 3 3 1 1-2 1-2
20 gm. 2 2-3 3 1-2 2-3 2-3 2 3 2-3 1 1-2 1-2
Cotton
Temperature
120°C 2-3 3 3-4 2 2-3 2-3 2 3 3 1-2 2 2
140°C 2 2-3 3 1-2 2-3 2-3 2 3 3 1 1-2 1-2
160°C 2-3 2-3 3-4 1-2 2-3 3 1-2 3 3 1 1-2 1-2
180°C 2 2-3 4-5 2 2-3 3 1-2 4 3 1 1-2 1-2
Time
1 min. 2-3 3 3 2 2-3 2-3 2 3-4 3 1-2 2 2
2 min. 2 3 3-4 1-2 2-3 2-3 2 3-4 3 1 2 2
3 min. 2-3 3 3 2 2-3 2-3 2 3 3-4 1-2 2 2
4 min. 2 3 4 1-2 2-3 2-3 1-2 3-4 3-4 1 1-2 1-2
Ca
Concentration
5 gm. 2 2-3 3-4 1-2 3 2-3 2 3-4 2-3 1-2 2 1-2
10 gm. 2 2 3-4 1-2 2 2 1-2 3 2-3 1-2 1-2 1-2
15 gm. 2-3 2-3 3-4 1-2 2-3 2-3 2 3-4 2-3 1-2 2 1-2
20 gm. 2-3 2-3 3 1-2 2-3 2-3 2 3 2-3 1-2 2 2
175
5.4.2. Scanning Electron Microscope (SEM)
Scanning Electron Microscope (SEM) photos were taken of samples before and after chitosan
printing to picture the physical effect of the chitosan treatment on the surface of the four
fabrics handled in this research work.
Figure 5.20: SEM for un treated PET sample
Figure 5.21: SEM for PET sample printed with chitosan
176
Figure 5.22: SEM for un treated 50% cotton – 50% PET sample
Figure 5.23: SEM for 50% cotton – 50% PET sample printed with chitosan
Figure 5.24: SEM for un treated 65% cotton – 35% PET sample
177
Figure 5.25: SEM for 65% cotton – 35% PET sample printed with chitosan
Figure 5.26: SEM for un treated cotton sample
Figure 5.27: SEM for chitosan printed cotton sample
178
From previous figures, it could be seen that the chitosan printing on all four fabrics is
forming a film like coating on the fabric and that it is forming crosslinks with the fibres
which confirms the formation of the chitosan layer of the surface of the textile samples.
5.5. Conclusion
It is clear from the results in this chapter that it is possible to deferential print PET fabrics and
PET/ cotton blends using a chitosan printing paste.
It is possible to dye PET fabrics and PET/ cotton blends with commercially available acid
dyes and it is possible to reach a high colour yield.
Samples printed with chitosan gave higher K/S values than padded samples of the same
fabric which indicates that a build-up process for the colour could be done.
The quality of the colour resultant from deferential printing heavily depends on how much
chitosan is deposited on the fabric surface.
The optimum sodium hydroxide concentration in the pretreatment of PET, blend 1 (50%
Cotton- 50% PET), and blend 2 (65% cotton – 35% PET) was found to be 15 g/L.
The optimum fixation condition for PET samples was at fixation temperature of 200 °C for 3
minutes.
The optimum fixation condition for blend 1 (50% Cotton- 50% PET), blend 2 (65% cotton –
35% PET), and cotton was at fixation temperature of 180 °C for 3 minutes.
179
6. Chapter Six: A novel approach in resist printing of polyester
and polyester/cotton blended fabrics
6.1. Introduction
Resist printing is a style of textile printing that involves the printing of an agent that prevents
the dye from penetration or fixation on the fabric. After fixing this agent, by dying the resist
printed fabric, the area free from the resist agent gets dyed. The resist printed areas stay clear
of the dye (Broadbent et al., 2001).
There are two types of resist agents, physical and chemical resist agents Physical resisting
agents prevent dye absorption by the fabric, a good example on physical resist is the batik
style which involves the print of waxes and fats in a designed print and then dyeing the
fabric. The wax prevents the dye from penetrating the fabric and reacting with it, which
leaves the resist printed areas clear of dyes.
The second type of resist agents is the chemical resisting agents, they work by preventing dye
fixation. These agents react with the fabric or the dye, blocking the active sights on either and
preventing them from reacting with each other, in other words; preventing dye fixation
(Broadbent et al., 2001).
Lots of researches have been conducted on the improvement of resist printing of cotton and
its blends, but there is a lack of research conducted on PET and other synthetic materials.
This is mainly because that the concept of resist printing is heavily dependent on the
resistance of active sites in the resist printed material. A US patent (No 3,414,368: patented
Dec. 3, 1968) has explored the area of resist printing polyester by using a special disperse dye
This disperse dye contains at least two radicals in its molecule, each with an unshared pair of
electrons and are capable of forming complex compounds with metals. The patent authors
used a resist printing paste containing metal compounds, which formed complex compounds
with this specific disperse dye (Kazuo and Norihiro, 1968).
In 2013 a scientific research was conducted on using chitosan in resist printing of cotton and
its blends by using a mixture of chitosan and resist salts in a ratio of 75% resist salt to 25%
chitosan (Rekaby et al., 2013).
They found that this mixture could be used as a resist printing paste which is able of blocking
the active sites on cotton surface and prevent them from reacting with the reactive dye (CNP)
used in the subjected research (Rekaby et al., 2013).
180
There is no other research – up to the author’s knowledge -conducted in the area of resist
printing using chitosan, nor in the area of resist printing of hydrophobic materials such as
PET.
That is why in this section, a research was conducted to study the ability of resist printing
PET fabrics and its blends. The ability to use chitosan in the process of resist printing of
different materials was also studied.
6.2. Initial experimental approaches
The research work had to go through initial trials to find the most suitable approach to start
the research with; these trials are explained below.
4.6.1. The use of chitosan in discharge printing of PET fabrics and its blends
A trial was conducted to study the ability of using the chitosan in discharge printing of PET
samples and its blends. Samples of PET, 50% cotton – 50% PET, and 65% Cotton – 35%
PET fabrics were pretreated with solutions of 15gm/L NaOH and liquor ratio (L:R) 1:20.
The treatment was done at 80 °C for 30 minutes. The samples were then rinsed with distilled
water and 3% acetic acid.
Samples were then printed with a printing paste containing:
20 gm Chitosan
3% Acetic acid
Y Water
____________________
1000 gm.
After that samples were air dried overnight, then dyed with a dischargeable reactive dye
Remazol Black B (CI Reactive Black 5). Samples again were air dried and then printed with
a traditional discharge printing paste containing:
70 g Stock Thickener
10 g Rongalite C (sodium formaldehyde sulphate)
Y water
_________________________________________
100 gm
After that samples were steam fixed at 100 °C for 30 min., rinsed with hot and cold water and
then air dried.
181
Samples showed good results with white discharge effect accomplished as shown in figure
6.1.
Figure 6.1: Discharge printing of PET samples and polyester/ cotton blends
This trial was not taken further to a full research because of the health issues related to the
use of formaldehyde releasing sodium formaldehyde sulphate (Rongalite C) (Novick et al.,
2013).
6.2.2. The use of thermo-fixation vs. steam-fixation for resist printing with NaOH and
chitosan
A comparison between using thermo-fixation and steam fixation of PET samples and its
blends was conducted to find out the optimum fixing method for the studied samples. Steam
fixation gave satisfactory results while thermo-fixation was not suitable for the process,
where samples fixed with thermo-fixation formed a chalky layer on top of the resist printed
areas without reacting, this is why the optimum fixation method for this part was the steam
fixation method.
182
6.3. Experiments
6.3.1. Materials
Bleached and scoured 100% polyester (35gm/m2), 50% cotton -50% polyester (26 gm/m
2),
and 65% cotton- 35% polyester (34 gm/m2) were used in this stage of the research. Chitosan
from crab shells with high molecular weight obtained from Sigma Aldrich Japan, acetic and
formic acid, Carboxymethyl cellulose (CMC) thickening agent, and acid dye Sandolan Blue
E-2GL 200% by Sandoz chemicals UK were used.
6.3.2. Methods
6.3.2.1. Polyester and poly/cotton pretreatment
Polyester and cotton/ polyester samples were treated with a solution of 15 gm / L sodium
hydroxide and liquor ratio (L: R) 1:20. The treatment was done at 80° C for 30 minutes,
samples were then rinsed with distilled water and 3% acetic acid.
6.3.2.2. Resist printing
Samples were manually silkscreen printed with different concentrations of NaOH (5, 10, 15,
20, 25 gm) in a resist printing paste consist of:
X gm NaOH
6 gm CMC
Y Water
____________________
100 gm
Where X = (5, 10, 15, 20, 25 gm)
6.3.2.3. Chitosan printing
Resist printed samples with NaOH were then manually silkscreen printed (overlapping the
existed resist prints), with chitosan printing paste consisting of:
20 gm Chitosan
3% Acetic acid
Y Water
____________________
1000 g.
183
Samples were steam fixed at (120, 140, 160, 180 °C) and up to 200 °C in the case of PET
fabrics, for (15, 30, 45 minutes) to study the optimum conditions for fixation. The process is
explained in figure 6.2.
Figure 6.2: Explanation diagram for the resist printing technique
6.3.2.4. Dyeing of printed samples
Resist printed samples were dyed with the acid dye Sandolan Blue E-2GL 200%, in a dye
bath containing:
2% dye (of substrate weight);
5% sodium sulphate;
4% formic acid.
The dye bath started with sodium sulphate, and formic acid, at pH 2-3 L:R 1:20, the
dissolved dye was then added and the PH was checked, the treatment lasted for 15 minutes at
40 °C., and finally the temperature was increased to 100 °C over 30 min. and samples were
dyed for 30 minutes. The dyeing process was done on a Mathis Labomat Uniprogrammer lap
dyeing machine.
6.3.2.5. Washing
The fixed resist printed samples were subjected to washing through five stages as follows:
Rinsing thoroughly with cold water.
Washing with hot water.
Treatment with hot water near the boiling temperature (80 °C)
Washing with hot water.
Rinsing with cold water.
White sample Resist Print Chitosan overlapping print
184
6.3.2.6. Samples evaluation
6.3.2.6.1. Colour strength evaluation
Colour strength measurements of the printed samples were carried out using a
spectrophotometer. The colour strength (K/S values) of the dyed samples were assisted
according to a standard method (Judd and Wyszecki, 1975) by measuring the decrease
persentage of K/S values according to equasion 7 (Judd and Wyszecki, 1975).
% 𝐃𝐞𝐜𝐫𝐞𝐚𝐬𝐞 𝐢𝐧 𝐊𝐒⁄ =
𝐂𝟐−𝐂𝟏
𝐂𝟏 𝐗 𝟏𝟎𝟎% (7)
Where
C2 K/S value for chitosan printed area (dark shade)
C1 K/S value for resisted area (light shade)
6.4. Results and discussion
6.4.1. Effect of chitosan fixation temperature on the K/S values of chitosan printed
textile fabrics
The following results show the effect of fixation temperature on the K/S values of resist
printing polyester, 50% cotton-50% PET, and 65% cotton-35% PET fabrics.
Fabrics were treated with 15 gm/L of sodium hydroxide at 80 °C for 30 minutes in L:R 1: 20.
After exhaustion, bath samples were washed with distilled water and 3% acetic acid, dried
and printed with a Sodium hydroxide printing paste as explained in 6.3.2.2. After that,
samples were printed with a chitosan printing paste previously explained in 6.3.2.3.
Samples were steam fixed at (120, 140, 160, and 180 ° C) (up to 200 ° C in the case of PET)
for 30 minutes, after that samples were dyed with acid dye Sandolan Blue E-2GL 200%,
washed thoroughly and air dried and then evaluated for colour decrease.
6.4.1.1. Effect of fixation temperature on the percentage decrease in K/S values of
resist printed PET samples
As mentioned in part (6.4.1) PET samples pretreated with NaOH solution of 15 g/L where
printed with NaOH resist printing paste and then with chitosan printing paste, steam fixed for
185
30 minutes at (120, 140, 160, 180, and 200 °C) and then acid dyed to study the effect of
fixation temperature on the K/S percentage decrease values of resist printed PET samples.
Table 6.1 shows the mean values of the percentage decrease in K/s values of resist printed
PET samples of each set of temperature.
Table 6.1: The percentage decrease in K/S means values of resist printed PET samples for
each fixation temperature
Temperature Number of samples Mean
120 3 90.3
140 3 94.91
160 3 96.05
180 3 97.14
200 3 97.63
Figure 6.3: Means and standard error for the effect of fixation temperature on the
percentage decrease of K/S values of the resist printed PET samples
From figure 6.3, for a given set of fixation temperatures, it could be seen that the percentage
decrease in the K/S values of resist printed PET samples increase by the increase of fixation
temperature to 180 °C.
By increasing the fixation temperature of resist printed PET samples to 200 °C the percentage
decrease in K/S values of resist printed PET samples slightly increased. The figure also
shows the standard error for each sample as explained previously.
The results are fitting a regression model describing the relationship between the percentage
decrease in K/S values of resist printed PET samples and the fixation temperature.
Means and Standard Errors
Temperature (°C)
% D
ecre
ase in K
/S
120 140 160 180 200
89
91
93
95
97
99
186
The P-value in the regression analysis is 0 (less than 0.05 which shows that there is a
significant relationship between the percentage decreases in K/S values of resist printed PET
samples and the fixation temperature of PET samples at the 95.0% confidence level.
The R2 value of 94.2 % means that the model as fitted explains 94.2 % of the variability in the
percentage decrease in K/S values of the resist printed PET samples.
LSD (Fisher's least significant difference) analysis was done to determine which fixation
temperature is significantly different from another. Table for Multiple range test along with
regression analysis, and Anova tables could be seen in Appendix C.
The Multiple Range Tests showed that there is a significant difference between fixed PET
samples at 120 °C and fixed samples at any other sets of fixation temperature. It also shows
that by increasing the fixation temperature from 180 °C to 200 °C for PET samples the
difference is not significant.
The highest level of difference was at temperature of 200 °C. It could understood that the
fixation temperature of resist printed PET samples would make a significant difference on the
percentage decrease in K/S values of resist printed PET samples and that the highest level of
difference was at temperature of 200 °C.
As a conclusion the optimum fixation temperature of resist printed PET samples was found to
be between 180 and 200 °C as it gave the highest percentage decrease in K/S values and
made the biggest level of difference.
In the upcoming work, a fixation temperature of 200 °C was chosen for the fixation of resist
printed PET samples, taking into account that the optimum fixation temperature for chitosan
direct printed PET samples was 200 °C.
6.4.1.2. Effect of fixation temperature on the percentage decrease in K/S values of
resist printed 50 % cotton – 50 % PET samples
50 % cotton – 50 % PET samples were pretreated with NaOH solution of 15 g/L then printed
with NaOH resist printing paste and then with chitosan printing paste and steam fixed for 30
minutes at (120, 140, 160, and 180 °C), and then acid dyed. This was to study the effect of
fixation temperature on the percentage decrease of K/S values of resist printed 50 % cotton –
50 % PET samples.
Table 6.2 shows the mean value of the percentage decrease in K/S values of resist printed 50
% cotton – 50 % PET samples of each set of temperature for three samples each.
187
Table 6.2: The percentage decrease in K/S means values of resist printed 50 % cotton –
50 % PET samples for each fixation temperature
Temperature Number of samples Mean
120 3 90.07
140 3 95.77
160 3 97.45
180 3 98.21
Figure 6.4: Means and standard error for the effect of fixation temperature on the
percentage decrease in K/S values of the resist printed 50 % cotton – 50 % PET
samples
From figure 6.4, for a given set of fixation temperatures, it could be seen that the percentage
decrease in K/S values of resist printed 50 % cotton – 50 % PET samples increased by the
increase of fixation temperature to 160 °C.
By increasing the fixation temperature of resist printed 50 % cotton – 50 % PET samples to
180 °C the percentage decrease in K/S values of resist printed 50 % cotton – 50 % PET
samples slightly increased. The standard error for each sample is shown in figure 6.4.
The results are fitting a regression model describing the relationship between the percentage
decrease in K/S values of resist printed 50 % cotton – 50 % PET samples and the fixation
temperature.
The P-value in the regression analysis is 0 (less than 0.05) which shows that there is a
significant relationship between the percentage decrease in K/S values of resist printed 50 %
cotton – 50 % PET samples and the fixation temperature of 50 % cotton – 50 % PET samples
at the 95.0% confidence level.
Temperature (°C)
% D
ecre
ase in K
/S
Means and Standard Errors
120 140 160 180
89
91
93
95
97
99
188
The R2 value of 97.24 % means that the model as fitted explains 97.24 % of the variability in
the percentage decrease in K/S values of resist printed 50 % cotton – 50 % PET samples.
To choose which fixation temperature was significantly different from another, and which
fixation temperature is the most effective one. A Fisher's least significant difference analysis
was done. Table for Multiple range test along with regression analysis, and Anova tables
could be seen in Appendix C.
Results showed that there is a significant difference between 50 % cotton – 50 % PET
samples fixed at 120 °C and samples fixed at any other sets of fixation temperature. They
also show that by increasing the fixation temperature from 160 °C to 180 °C for 50 % cotton
– 50 % PET samples the difference was not significant.
The highest level of difference was at temperature of 180 °C. It could be understood that the
fixation temperature of resist printed 50 % cotton – 50 % PET samples would make a
significant difference on the percentage decrease in K/S values of resist printed 50 % cotton –
50 % PET samples when fixed and that the highest level of difference was at temperature of
180 °C.
As a conclusion the optimum fixation temperature of resist printed 50 % cotton – 50 % PET
samples was found to be between 160 and 180 °C as it gave the highest percentage decrease
in K/S values and made the biggest level of difference. In the upcoming work, a fixation
temperature of 180 °C was chosen for the fixation of resist printed 50 % cotton – 50 % PET
samples.
6.4.1.3. Effect of fixation temperature on the percentage decrease in K/S values of
resist printed 65 % cotton – 35 % PET samples
As mentioned in part (6.4.1) 65 % cotton – 35 % PET samples pretreated with NaOH solution
of 15 g/L were printed with NaOH resist printing paste and then with chitosan printing paste,
steam fixed for 30 minutes at (120, 140, 160, and 180 °C), and then acid dyed to study the
effect of fixation temperature on the percentage decrease of K/S values of resist printed 65 %
cotton – 35 % PET samples.
Table 6.3 shows the mean value of the percentage decrease in K/S values of resist printed 65
% cotton – 35 % PET samples of each set of temperature.
189
Table 6.3: The percentage decrease in K/S mean values of resist printed 65 % cotton – 35
% PET samples for each fixation temperature
Temperature Number of samples Mean
120 3 94.65
140 3 95.95
160 3 97.02
180 3 97.54
Figure 6.5: Means and standard error for the effect of fixation temperature on the
percentage decrease in K/S values of the resist printed 65 % cotton – 35 % PET
samples
From figure 6.5, for a given set of fixation temperatures, it could be seen that the percentage
decrease in K/S values of resist printed 65 % cotton – 35 % PET samples increased by the
increase of fixation temperature to 180 °C. The standard error for each sample is shown as
well.
The results are fitting a regression model that describes the relationship between the
percentage decrease in K/S values of resist printed 65 % cotton – 35 % PET samples and the
fixation temperature.
The P-value in the regression analysis is 0 (less than 0.05 which shows that there is a
significant relationship between the percentage decrease in K/S value of resist printed 65 %
cotton – 35 % PET samples and the fixation temperature of 65 % cotton – 35 % PET samples
at the 95.0% confidence level.
The R2 value of 98.22% means that the model as fitted explains 98.22% of the variability in
the percentage decrease in K/S values of resist printed 65 % cotton – 35 % PET samples.
Temperature (°C)
% D
ecre
ase in K
/S
Means and Standard Errors
120 140 160 180
94
95
96
97
98
190
LSD (Fisher’s least significant analysis) where conducted to determine which fixation time is
significantly different from another. Tables for Multiple range test along with regression
analysis, and ANOVA tables could be seen in Appendix C.
Results showed that there is a significant difference between steam fixed 65 % cotton – 35 %
PET resist printed samples at 120 °C and fixed samples at any other sets of fixation
temperature.
Results also showed that the highest level of difference was at fixation temperature of 180
°C. It could be concluded that the fixation temperature of resist printed 65 % cotton – 35 %
PET samples would make a significant difference on the percentage decrease in K/S values of
resist printed 65 % cotton – 35 % PET samples and that the highest level of difference was at
temperature of 180 °C.
As a conclusion the optimum fixation temperature of resist printed 65 % cotton – 35 % PET
samples was found to be 180 °C as it gave the highest percentage decrease in K/S values and
made the biggest level of difference.
6.4.2. Effect of chitosan fixation time on the K/S values of chitosan printed textiles
The following results show the effect of fixation temperature on the K/S values of resist
printing polyester, 50% cotton-50% PET, and 65% cotton-35% PET fabrics.
Fabrics were treated with 15 gm/L of sodium hydroxide at 80 °C for 30 minutes in L:R 1: 20.
Samples were washed with distilled water and 3% acetic acid after the exhaustion bath, dried,
printed with a resist printing past as previously explained in 6.3.2.2.
After that, samples were printed (overlapping the resist print) with a chitosan printing paste
as mentioned in 6.3.2.3.
Sample were then steam fixed at 180 ° C except for PET which was fixed at 200 ° C for a set
of fixation time of (15, 30, and 45 minutes), after that samples were dyed with acid dye
Sandolan Blue E-2GL 200%, washed thoroughly and air dried and then evaluated for the
percentage of colour decrease.
6.4.2.1. Effect of fixation temperature on the percentage decrease in K/S values of
resist printed PET samples
PET samples pretreated with NaOH solution of 15 g/L were printed with NaOH resist
printing paste and then with chitosan printing paste and steam fixed at 200 °C for a set of
191
fixation time of (15, 30, and 45 minutes) and then acid dyed to study the effect of fixation
temperature on the percentage decrease in K/S values of resist printed PET samples.
Table 6.4 shows the mean value of the percentage decrease in K/S values of resist printed
PET samples of each set of temperature for three samples each.
Table 6.4: The percentage decrease in K/S mean values of resist printed PET samples for
each fixation time
Time Number of samples Mean
15 3 93.26
30 3 98.15
45 3 98.28
Figure 6.6: Means and standard error for the effect of fixation time on the percentage
decrease in K/S values of the resist printed PET samples
From figure 6.6, for a given set of fixation time, it could be seen that the percentage decrease
in K/S values of resist printed PET samples increased by the increase of fixation time to 30
minutes. By increasing the fixation time of resist printed PET samples to 45 minutes the
percentage decrease in K/S values of resist printed PET samples slightly increased.
The P-value in the regression analysis was 0 which is less than 0.05, this shows that there is a
significant relationship between the percentage decrease in K/S values of resist printed PET
samples and the fixation time of PET samples at the 95.0% confidence level.
The R2 value of 97.88 % means that the model as fitted explains 97.88 % of the variability in
percentage decrease in K/S values of resist printed PET samples.
Time (minutes)
% D
ecre
ase in K
/S
Means and Standard Errors
15 30 45
92
94
96
98
100
192
LSD analysis was done to determine which fixation time is significantly different from
another. This could be seen in Appendix C along with regression analysis and Anova tables.
Results also showed that by increasing the fixation time to 45 minutes the difference in the
percentage decrease in K/S values of resist printed PET samples is not significant. It could
understood that the fixation time of resist printed PET samples would make a significant
difference on the percentage decrease in K/S values of resist printed PET samples and that
the highest level of difference was at fixation time of 45 minutes.
As a conclusion the optimum fixation time of resist printed PET samples was found to be 30
minutes as it gave the highest percentage decrease in K/S values and made the biggest level
of difference. The difference was insignificant when the fixation time was 45 minutes which
gave slightly higher values of the percentage decrease in K/S values of resist printed PET
samples.
In the upcoming work, a fixation time of 30 minutes was chosen for the fixation of resist
printed PET samples, for cost saving purposes and because the difference between results
given at fixation time of 30 and 45 minutes would not satisfy the increase in coasts.
6.4.2.2. Effect of fixation time on the percentage decrease in K/S values of resist
printed 50 % cotton – 50 % PET samples
50 % cotton – 50 % PET samples pretreated with NaOH solution of 15 g/L were printed with
NaOH resist printing paste and then with chitosan printing paste and steam fixed for 180 °C
for a set of fixation time (15, 30, and 45 minutes), and then acid dyed to study the effect of
fixation time on the percentage decrease in K/S values of resist printed 50 % cotton – 50 %
PET samples.
Table 6.5 shows the mean value of the percentage decrease in K/S values of resist printed 50
% cotton – 50 % PET samples of each set of time for three samples each.
Table 6.5: The percentage decrease in K/S mean values of resist printed 50 % cotton – 50
% PET samples for each fixation time
Time Number of samples Mean
15 3 96.08
30 3 97.77
45 3 97.47
193
Figure 6.7: Means and standard error for the effect of fixation time on the percentage
decrease in K/S values of the resist printed 50 % cotton – 50 % PET samples
It could be seen from figure 6.7 that the percentage decrease in K/S values of resists printed
50 % cotton – 50 % PET samples increased by the increase of fixation time to 30 minutes.
By increasing the fixation time of resist printed 50 % cotton – 50 % PET samples to 45
minutes, the percentage decrease in K/S values of resist printed 50 % cotton – 50 % PET
samples decreased. The figure also shows the standard error for each sample under
investigation.
The results are fitting a regression model describing the relationship between the percentage
decrease in K/S values of resist printed 50 % cotton – 50 % PET samples and fixation time.
The P-value in the regression analysis is 0 (less than 0.05) which shows that there is a
significant relationship between the percentage decrease in K/S values of resist printed 50 %
cotton – 50 % PET samples and the fixation time of 50 % cotton – 50 % PET samples at the
95.0% confidence level.
The R2 value of 95.03 % means that the model as fitted explains 95.03 % of the variability in
the percentage decrease in K/S values of resist printed 50 % cotton – 50 % PET samples.
Results of Fisher's least significant difference determining which fixation time is significantly
different from another, along with regression analysis and Anova tables, this could be seen in
Appendix C.
Time (minutes)
% D
ecre
ase in K
/S
Means and Standard Errors
15 30 45
95
95.5
96
96.5
97
97.5
98
194
Results of LSD test (Fisher's least significant) showed that by increasing the fixation time
from 30 to 45 minutes for 50 % cotton – 50 % PET samples, the difference was not
significant. The highest level of difference was at fixation time 30 minutes. It could be then
concluded that the fixation time of resist printed 50 % cotton – 50 % PET samples would
make a significant difference on the percentage decrease in K/S values of resist printed 50 %
cotton – 50 % PET samples and that the highest level of difference was at fixation time 30
minutes.
As a conclusion the optimum fixation time of resist printed 50 % cotton – 50 % PET samples
was found to be 30 minutes as it gave the highest percentage decrease in K/S values and
made the biggest level of difference.
6.4.2.3. Effect of fixation time on the percentage decrease in K/S values of resist
printed 65 % cotton – 35 % PET samples
65 % cotton – 35 % PET samples pretreated with NaOH solution of 15 g/L were printed with
NaOH resist printing paste and then with chitosan printing paste and steam fixed at 180 °C
for a set of fixation time ( 15, 30, and 45 minutes).
Samples were then acid dyed to study the effect of fixation time on the percentage decrease
of K/S values of resist printed 65 % cotton – 35 % PET samples. The mean values of the
percentage decrease in K/S values of resist printed 65 % cotton – 35 % PET samples of each
set of time for three samples each are shown in table 6.6.
Table 6.6: The percentage decrease in K/S mean values of resist printed 65 % cotton – 35
% PET samples for each fixation time
Time Number of samples Mean
15 3 95.2
30 3 96.87
45 3 96.66
195
Figure 6.8: Means and standard error for the effect of fixation time on the percentage
decrease in K/S values of the resist printed 65 % cotton – 35 % PET samples
From figure 6.8, for a given set of fixation time, it could be seen that the percentage decrease
in K/S values of resist printed 65 % cotton – 35 % PET samples increased by the increase of
fixation time to 30 minutes.
By increasing the fixation time of resist printed 65 % cotton – 35 % PET samples to 45
minutes, the percentage decrease in K/S values of resist printed 65 % cotton – 35 % PET
samples decreased.
The P-value in the regression analysis is 0 (less than 0.05). This indicates that there is a
significant relationship between the percentage decrease in K/S values of resist printed 50 %
cotton – 50 % PET samples and the fixation time of 65 % cotton – 35 % PET samples at the
95.0% confidence level.
The model as fitted explains 93.29 % of the variability in the percentage decrease in K/S
values of resist printed 65 % cotton – 35 % PET samples.
LSD determined which fixation time is significantly different from another, along with
regression analysis and ANOVA tables could be seen in Appendix C.
Results indicated that there is a significant difference between 65 % cotton – 35 % PET
samples fixed for 15 minutes and samples fixed for any other sets of fixation time.
Time (minutes)
% D
ecre
ase in K
/S
15 30 45
Means and Standard Errors (internal s)
95
95.4
95.8
96.2
96.6
97
196
Results also showed that by increasing the fixation time from 30 to 45 minutes for 65 %
cotton – 35 % PET samples, the difference is not significant. The highest level of difference
was at fixation time of 30 minutes.
It could be understood from results that the fixation time of resist printed 65 % cotton – 35 %
PET samples would make a significant difference on the percentage decrease in K/S values of
resist printed 65 % cotton – 35 % PET samples and that the highest level of difference was at
fixation time of 30 minutes.
As a conclusion the optimum fixation time of resist printed 65 % cotton – 35 % PET samples
was found to be 30 minutes as it gave the highest percentage decrease in K/S values and
made the biggest level of difference.
6.4.3. Effect of sodium hydroxide concentration in resist printing paste on the
percentage decrease in K/S values of resist printed textile samples
The following results show the effect of NaOH concentration in resist printing paste on the
decrease in K/S values of resist printing polyester, 50% cotton-50% PET, and 65% cotton-
35% PET fabrics.
Fabrics were treated with 15 gm/L of sodium hydroxide at 80 °C for 30 minutes in L:R 1: 20.
After exhaustion bath samples were washed with distilled water and 3% acetic acid, dried and
then printed with a NaOH resist printing as explained in 6.3.2.2. After that, samples were
printed with a chitosan printing paste previously explained in 6.3.2.3.
Samples then were steam fixed at 180 ° C except for PET fabrics which were fixed at 200 ° C
for 30 minutes. After that samples were dyed with acid dye Sandolan Blue E-2GL 200%,
washed thoroughly and air dried and then the percentage of colour decrease was evaluated.
6.4.3.1. Effect of sodium hydroxide concentration on the percentage decrease in K/S
values of resist printed PET samples
In this part PET samples pretreated with NaOH solution of 15 g/L were printed with NaOH
resist printing paste containing different sets of NaOH concentration (5, 10, 15, 20, and 25
grams) and then printed with chitosan printing paste and steam fixed at 200 °C for 30
minutes.
Samples were then acid dyed to study the effect of NaOH concentration on the percentage
decrease of K/S values of resist printed PET samples. Table 6.7 shows the mean value of the
197
percentage decrease in K/S values of resist printed PET samples of each set of temperature
for three samples each.
Table 6.7: The percentage decrease in K/S mean values of resist printed PET samples for
each NaOH concentration
NaOH concentration (grams) Number of samples Mean
5 3 95.65
10 3 97.39
15 3 98.44
20 3 98.19
25 3 98.12
Figure 6.9: Means and standard error for the effect of NaOH concentration on the
percentage decrease in K/S values of the resist printed PET samples
From figure 6.9, for a given set of NaOH concentration, it could be seen that the percentage
decrease in K/S values of resist printed PET samples increases by the increase of the NaOH
concentration up to 15 grams.
By increasing the NaOH concentration in the resist printed paste of PET samples to 20 grams
and further to 25 grams, the percentage decrease in K/S values of resist printed PET samples
start to decrease.
This could be because of the noticeable increase in the paste viscosity, which make it harder
to push the paste through the silkscreen mesh and harder to print on the PET samples.
NaOH Concentration (grams)
% D
ecre
ase in K
/S
Means and Standard Errors
5 10 15 20 25
95
96
97
98
99
198
The P-value in the regression analysis is 0 showing that there is a significant relationship
between the percentage decrease in K/S values of resist printed PET samples and the NaOH
concentration in the resist printing paste of PET samples at the 95.0% confidence level.
The R2 value means that the model as fitted explains 96.3 % of the variability in the
percentage decrease in K/S values of resist printed PET samples.
LSD (Fisher’s least significant analysis) where conducted to determine which NaOH
concentration is significantly different from another. Table for Multiple range test along with
regression analysis, and Anova tables could be seen in Appendix C.
Results showed that there is a significant difference between PET samples resist printed with
NaOH concentration of 5, 10, and 15 grams. Results also showed that by increasing the
NaOH concentrations to 20 grams the difference in the percentage decrease of K/S values of
resist printed PET samples also significant but in positive which indicate decrease in %
decrease of K/S values of resist printed PET samples. The multiple range tests also showed a
non-significant difference between NaOH concentrations of 20 and 25 grams
It could be then concluded that the NaOH concentration in resist printed paste for PET
samples would make a significant difference on the percentage decrease in K/S values with
any NaOH concentration, and that the highest level of difference was at NaOH concentration
of 15 grams.
As a conclusion the optimum NaOH concentration in the resist printing paste for PET
samples was found to be 15 grams as it gave the highest percentage decrease in K/S values
and made the biggest level of difference.
6.4.3.2. Effect of sodium hydroxide concentration on the percentage decrease in K/S
values of resist printed 50% cotton – 50% PET samples
In this part of the research, 50% cotton – 50% PET samples pretreated with NaOH solution of
15 g/L were printed with NaOH resist printing paste containing different sets of NaOH
concentration (5, 10, 15, 20, and 25 grams) and then printed with chitosan printing paste and
steam fixed at 180 °C for 30 minutes.
To study the effect of NaOH concentration on the percentage decrease of K/S values of resist
printed 50% cotton – 50% PET samples, samples were acid dyed and the percentage decrease
in K/S values was evaluated, results are shown in table 6.8.
199
Table 6.8: The percentage decrease in K/S mean values of resist printed 50% cotton –
50% PET samples for each NaOH concentration
NaOH concentration (grams) Number of samples Mean
5 3 95.90
10 3 97.29
15 3 98.03
20 3 97.98
25 3 97.94
Figure 6.10: Means and standard error for the effect of NaOH concentration on the
percentage decrease in K/S values of the resist printed 50% cotton – 50% PET
samples
From figure 6.10, for a given set of NaOH concentration, it could be seen that the percentage
decrease in K/S values of resist printed 50% cotton – 50% PET samples increases by the
increase of NaOH concentration up to 15 grams.
By increasing the NaOH concentration in the resist printed paste of 50% cotton – 50% PET
samples to 20 grams then to 25 grams, the percentage decrease in K/S values of resist printed
samples starts to decrease.
As aforementioned, this could be because of the higher paste viscosity, which make it harder
to push the paste through the silkscreen mesh hence make it harder to print on the samples..
The P-value in the regression analysis is 0 (less than 0.05) which shows that there is a
significant relationship between the percentage decrease in K/S values of resist printed 50%
cotton – 50% PET samples and the NaOH concentration in the resist printing paste at the
95.0% confidence level.
NaOH Concentration (grams)
% D
ecre
ase in K
/S
Means and Standard Errors
5 10 15 20 25
95
96
97
98
99
200
The R2 value indicates that the model as fitted explains 93.12 % of the variability in the
percentage decrease in K/S values of resist printed 50% cotton – 50% PET samples.
LSD (Fisher’s least significant analysis) where conducted to determine which NaOH
concentration is significantly different from another. Table for Multiple range test along with
regression analysis, and Anova tables could be seen in Appendix C.
There is a significant difference between 50% cotton – 50% PET samples resist printed with
NaOH concentrations 5, 10, and 15 grams. Results showed that by increasing the NaOH
concentrations to 20 and 25 grams the difference in the percentage decrease of K/S values of
resist printed 50% cotton – 50% PET samples is insignificant and in positive which indicate a
slight decrease in the % decrease of K/S values of resist printed 50% cotton – 50% PET
samples.
It could understood from the results that the NaOH concentration in resist printed paste for
50% cotton – 50% PET samples would make a significant difference on the percentage
decrease in K/S values with any NaOH concentration, and that the highest level of difference
was at NaOH concentration of 15 grams.
As a conclusion the optimum NaOH concentration in the resist printing paste for 50% cotton
– 50% PET samples was found to be 15 grams as it gave the highest percentage decrease in
K/S values and made the biggest level of difference.
6.4.3.3. Effect of sodium hydroxide concentration on the percentage decrease in K/S
values of resist printed 65 % cotton – 35% PET samples
65% cotton – 35% PET samples pretreated with NaOH solution of 15 g/L where printed with
NaOH resist printing paste containing different sets of NaOH concentration (5, 10, 15, 20,
and 25 grams), then printed with chitosan printing paste and steam fixed at 180 °C for 30
minutes.
Samples then were acid dyed to study the effect of NaOH concentration on the percentage
decrease of K/S values of resist printed 65% cotton – 35% PET samples PET samples, the
mean values of the percentage decrease in K/S values of resist printed 65% cotton – 35%
PET samples of each set of temperature for three samples each are shown in table 6.9.
201
Table 6.9: The percentage decrease in K/S mean values of resist printed 65% cotton –
35% PET samples for each NaOH concentration
NaOH concentration (grams) Number of samples Mean
5 3 95.59
10 3 96.69
15 3 97.55
20 3 97.48
25 3 97.26
Figure 6.11: Means and standard error for the effect of NaOH concentration on the
percentage decrease in K/S values of the resist printed 65% cotton – 35% PET
samples
From figure 6.11, for a given set of NaOH concentration, it could be seen that the percentage
decrease in K/S values of resist printed 65% cotton – 35% PET samples increased by the
increase of NaOH concentration up to 15 grams.
When increasing the NaOH concentration in the resist printed paste of 65% cotton – 35%
PET samples to 20 grams then to 25 grams, the percentage decrease in K/S values of resist
printed 65% cotton – 35% PET samples started to decrease, this could be a result of the
change of the paste viscosity.
The noticeable increase in the paste viscosity make it harder to push the paste through the
fine holes of the silkscreen mesh hence make it harder to print on the 65% cotton – 35% PET
sample.
NaOH Concentration (grams)
% D
ecre
ase in K
/S
Means and Standard Errors
5 10 15 20 25
95
95.5
96
96.5
97
97.5
98
202
In the regression analysis, the P-value was 0 (less than 0.05) which shows that there is a
significant relationship between the percentage decrease in K/S values of resist printed 65%
cotton – 35% PET samples and the NaOH concentration in the resist printing paste at the
95.0% confidence level.
The R2 value of 93.03 % means that the model as fitted explains 93.03 % of the variability in
percentage decrease in K/S values of resist printed 65% cotton – 35% PET samples.
An LSD (Fisher’s least significant analysis) where conducted to determine which NaOH
concentration is significantly different from another. Table for Multiple range test along with
regression analysis, and ANOVA tables could be seen in Appendix C.
Results showed that there is a significant difference between 65% cotton – 35% PET samples
resist printed with NaOH concentrations of 5, 10, and 15 grams.
By increasing the NaOH concentrations to 20 or to 25 grams the difference in the percentage
decrease of K/S values of resist printed 65% cotton – 35% PET samples is insignificant and
in positive which indicate a slight decrease in the % decrease of K/S values of resist printed
65% cotton – 35% PET samples.
It is concluded from the results that the NaOH concentration in resist printed paste for 65%
cotton – 35% PET samples would make a significant difference on the percentage decrease in
K/S values with any NaOH concentration, and that the highest level of difference was at
NaOH concentration of 15 grams.
6.5. Samples evaluation
6.5.1. Scanning electron microscope (SEM)
Scanning Electron Microscope (SEM) photos were taken of chitosan printed samples and of
resist printed samples to show the physical effect of the NaOH resist printing on the surface
of the three fabrics handled in this part of the research work.
203
Figure 6.12: SEM for chitosan printed PET sample
Figure 6.13: SEM for PET sample resist printed with sodium hydroxide
Figure 6.14: SEM for chitosan printed 50% cotton – 50% PET sample
204
Figure 6.15: SEM for 50% cotton – 50% PET sample resist printed with sodium
hydroxide
Figure 6.16: SEM for chitosan printed 65% cotton – 35% PET sample
Figure 6.17: SEM for 65% cotton – 35% PET sample resist printed with sodium
hydroxide
205
From the previous figures, it is clear that the chitosan film is being successfully removed or
prevented from forming on the surface of the three fabrics, some marks and groves on the
fibres surface caused by the NaOH prints are obvious as well.
6.6. Conclusion
It is clear from the results of this part that it is possible to resist print PET fabrics and its
blends using a resist printing paste of sodium hydroxide and over print it with chitosan.
It is concluded that sodium hydroxide prevents chitosan from attaching to the surface of the
fabric and breaks any linkages between the chitosan and the fabric.
The optimum sodium hydroxide concentration for resist printing PET, Blend 1 (50% cotton-
50% PET), and Blend 2 (65% cotton – 35% PET) was found to be 15 g/Kg of printing paste.
The optimum fixation method for PET samples was found to be steam fixation, at fixation
temperature of 200 °C for 30 minutes.
Blended fabrics (50% cotton- 50% PET) and (65% cotton – 35% PET) optimum fixation
method was also found to be the steam fixation method, at fixation temperature of 180 °C for
30 minutes.
206
Chapter seven: Conclusion and further research
7.1. Conclusion
1- It is concluded that it is possible to dye PET fabrics and their cotton blends using
chitosan pretreatment.
2- It is concluded that it is possible to eliminate the use of carriers and other harmful
chemicals when dying PET fabrics and their cotton blends with acid dyes.
3- The optimum sodium hydroxide concentration was found to be 15 g/L in the
pretreatment of PET, Blend 1 (50% cotton- 50% PET), and Blend 2 (65% cotton –
35% PET) in the chitosan padding process.
4- Fixation temperature of 200 °C for 4 minutes was concluded to be the optimum
fixation condition for chitosan padded PET samples in the chitosan padding process.
5- Fixation temperature of 180 °C for 3 minutes was concluded to be the optimum
fixation condition for Blend 1 (50% cotton- 50% PET), Blend 2 (65% cotton – 35%
PET), and cotton in the chitosan padding process.
6- It is concluded that it is possible to deferential print PET fabrics and PET/ cotton
blends using a chitosan printing paste.
7- It is concluded that it is possible to dye PET fabrics and PET/ cotton blends with
commercially available acid dyes and achieve high colour yields.
8- K/S values of samples printed with chitosan were higher than K/S values of padded
samples of the same fabric. This indicates that a build-up process for the colour could
be achieved.
9- In the deferential printing process, deposited quantity of chitosan on the surface of the
fabric determines the quality of the resultant colour.
10- It is concluded that the optimum sodium hydroxide concentration was found to be 15
g/L in the pretreatment of PET, blend 1 (50% cotton- 50% PET), and blend 2 (65%
cotton – 35% PET) in the chitosan printing process.
11- It is concluded that the fixation temperature of 200 °C for 3 minutes is the optimum
fixation condition for PET samples in the chitosan printing process.
12- It is concluded that the fixation temperature of 180 °C for 3 minutes is the optimum
fixation condition for blend 1 (50% cotton- 50% PET), blend 2 (65% cotton – 35%
PET), and cotton in the chitosan printing process.
207
13- It is concluded that it is possible to print PET fabric and its cotton blends using the
resist printing technique, by using a resist printing paste of sodium hydroxide and
over print it with chitosan.
14- In the resit printing technique, it was concluded that sodium hydroxide prevents the
chitosan from attaching to the fabric surface. It is also concluded that it breaks any
links between the chitosan and the fabric in the areas treated with sodium hydroxide.
15- The optimum sodium hydroxide concentration was concluded to be 15 g/Kg of
printing paste for resist printing PET, Blend 1 (50% cotton- 50% PET), and Blend 2
(65% cotton – 35% PET).
16- Steam fixation was found to be the optimum fixation method for PET samples, at
fixation temperature of 200 °C for 30 minutes in the resist printing technique.
17- The optimum fixation method for (50% cotton- 50% PET) and (65% cotton – 35%
PET) was also the steam fixation method but at fixation temperature of 180 °C for 30
minutes in the resist printing technique.
7.2. Further research
1- Discharge printing involves using Rongalite C (sodium formaldehyde sulphate) which
is a health hazard chemical. Further investigation needed to eliminate using this
substance as it possesses high risk to the users and to the environment. The use of
chitosan could be studied in order to make the discharge printing more environmental
friendly process.
2- Trying the previous applied techniques in this research i.e. padding, deferential and
resist printing on other hard to die materials, i.e. Polyamide fabrics. In the proposed
research a set of experiments could be conducted to study the feasibility of applying
the chitosan to new hard to dye materials such as polyamide using the same process
conducted in the original work.
3- Studying the use of different chemicals, i.e. crosslinkers and additives to enhance the
wet rub resistance of chitosan treated dyed fabrics. The crosslinkers should increase
the ponds formed between chitosan and open linkages on the fabric surface, which
could improve the wet rub resistance of the treated fabrics.
4- Studying the use of chitosan in direct printing by adding the dye directly to the
chitosan printing paste, by doing this, the step of dying process could be eliminated
208
and the dye could be fixed on the fabric surface during the fixation of chitosan hence
further cost reduction could be achieved.
5- Studying the use of chitosan in the preparation of ink jet inks suitable for ink jet
printing of different textile materials. This could be conducted to prepare an ink that
could be used on different materials instead of the traditional inkjet process that
involves using different pretreatment and different inks depending on the type of
material used. Instead it could be a universal ink, useable on all types of materials.
209
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9. Appendix A:
Data analysis for using the padding process to improve the dyeability of
cotton, polyester, and cotton/polyester blends
9.1. Effect of Chitosan concentration
9.1.1. Effect of chitosan concentration on polyester samples
Number of observations: 15
Number of levels: 5
Summary Statistics
Table 9.1: means and standard deviation for the effect of chitosan concentration on
polyester samples
Concentration Count Means Standard deviation
0 3 0.62 0.0016
5 3 1.6 0.15
10 3 2.74 0.22
15 3 3.83 0.33
20 3 5.29 0.26
Simple Regression
Dependent variable: K/S
Independent variable: chitosan concentration
Correlation Coefficient = 0.99
R-squared = 98.32 percent
The equation of the fitted model is
Y = 0.5 + 0.23 X (8)
218
Figure 9.1: Plot of fitted model for the effect of chitosan concentration on the K/S values of PET
samples
One-Way ANOVA test
Table 9.2: ANOVA Table for the effect of chitosan concentration on the K/S values of
PET samples
Source Sum of Squares Df Mean Square F-Ratio P-Value
Between groups 40.42 4 10.11 207.89 0.0000
Within groups 0.49 10 0.05
Multiple Range Tests
Table 9.3: LSD differences at 95% confidence level between each set of chitosan
concentration
Contrast Sig. Difference
0 - 5 * -0.98
0 - 10 * -2.12
0 - 15 * -3.22
0 - 20 * -4.67
5 - 10 * -1.14
5 - 15 * -2.24
5 - 20 * -3.69
10 - 15 * -1.1
10 - 20 * -2.55
15 - 20 * -1.45 * denotes a statistically significant difference.
Concentration (Grams)
Plot of fitted model for the effect of chitosan concentration on the K/S values
K/S
of PET samples
0 4 8 12 16 20
0
1
2
3
4
5
6
219
9.1.2. Effect of chitosan concentration on 50% cotton - 50% PET (Blend 1) samples
Number of observations: 15
Number of levels: 5
Summary Statistics
Table 9.4: means and standard deviation for the effect of chitosan concentration on 50%
cotton - 50% PET samples
Chitosan concentration Count Mean Standard deviation
0 3 1.08 0.11
5 3 1.79 0.2
10 3 2.99 0.19
15 3 4.13 0.15
20 3 5.61 0.17
Simple Regression
Dependent variable: K/S
Independent variable: Chitosan concentration
Correlation Coefficient = 0.99
R-squared = 98.00 percent
The equation of the fitted model is
Y = 0.84 + 0.23 X (9)
Figure 9.2: Plot of fitted model for the effect of chitosan concentration on the K/S values of 50%
cotton - 50% PET samples
Plot of Fitted Model of chitosan conc. effect on K/S of Blend 1 samples
Chitosan concentration (grams)
K/S
0 4 8 12 16 20
0
1
2
3
4
5
6
220
One-Way ANOVA test
Table 9.5: ANOVA Table for the effect of chitosan concentration on the K/S values of
50% cotton - 50% PET samples
Source Sum of Squares Df Mean Square F-Ratio P-Value
Between groups 39.66 4 9.92 352.63 0
Within groups 0.28 10 0.03
Multiple Range Tests
Table 9.6: LSD differences at 95% confidence level between each set of chitosan
concentration
Contrast Sig. Difference
0 - 5 * -0.71
0 - 10 * -1.92
0 - 15 * -3.06
0 - 20 * -4.54
5 - 10 * -1.21
5 - 15 * -2.35
5 - 20 * -3.83
10 - 15 * -1.14
10 - 20 * -2.62
15 - 20 * -1.48 * denotes a statistically significant difference.
9.1.3. The effect of chitosan concentration on 65% cotton-35%PET (Blend 2) samples
Number of observations: 15
Number of levels: 5
Summary Statistics
Table 9.7: means and standard deviation for the effect of chitosan concentration on 65%
cotton - 35% PET samples
Concentration Count Mean Standard deviation
0 3 1.32 0.09
5 3 2.86 0.26
10 3 3.87 0.25
15 3 4.51 0.26
20 3 5.36 0.24
221
Simple Regression
Dependent variable: K/S
Independent variable: Chitosan concentration
Correlation Coefficient = 0.98
R-squared = 95.5 percent
The equation of the fitted model is
Y = 1.64 + 0.2 X (10)
Figure 9.3: Plot of fitted model for the effect of chitosan concentration on the K/S values of 65%
cotton - 35% PET samples
One-Way ANOVA test
Table 9.8: ANOVA Table for the effect of chitosan concentration on the K/S values of
65% cotton - 35% PET samples
Source Sum of Squares Df Mean Square F-Ratio P-Value
Between groups 29.23 4 7.3 138.85 0
Within groups 0.53 10 0.05
Chitosan Concentration (grams)
K/S
Plot of Fitted Model for the effect of Chitosan concentration on the K/S values
of 65% cotton-35% PET blended fabrics
0 4 8 12 16 20
0
1
2
3
4
5
6
222
Multiple Range Tests
Table 9.9: LSD differences at 95% confidence level between each set of chitosan
concentration
Contrast Sig. Difference
0 - 5 * -1.53
0 - 10 * -2.55
0 - 15 * -3.19
0 - 20 * -4.04
5 - 10 * -1.02
5 - 15 * -1.66
5 - 20 * -2.51
10 - 15 * -0.65
10 - 20 * -1.5
15 - 20 * -0.85
* denotes a statistically significant difference.
9.1.4. The effect of chitosan concentration on cotton samples
Number of observations: 15
Number of levels: 5
Summary Statistics
Table 9.10: means and standard deviation for the effect of chitosan concentration on
cotton samples
Concentration Count Mean Standard deviation
0 3 1.53 0.19
5 3 3.93 0.24
10 3 5.52 0.22
15 3 6.48 0.12
20 3 7.03 0.15
Simple Regression
Dependent variable: K/S
Independent variable: Chitosan concentration
Correlation Coefficient = 0.96
R-squared = 92.55 percent
The equation of the fitted model is
Y = 2.19 + 0.27 X (11)
223
Figure 9.4: Plot of fitted model for the effect of chitosan concentration on the K/S values of
cotton samples
One-Way ANOVA test
Table 9.11: ANOVA Table for the effect of chitosan concentration on the K/S values of
cotton samples
Source Sum of Squares Df Mean Square F-Ratio P-Value
Between groups 59.14 4 14.79 419.62 0
Within groups 0.35 10 0.04
Multiple Range Tests
Table 9.12: LSD differences at 95% confidence level between each set of chitosan
concentration
Contrast Sig. Difference
0 - 5 * -2.4
0 - 10 * -3.99
0 - 15 * -4.95
0 - 20 * -5.5
5 - 10 * -1.6
5 - 15 * -2.56
5 - 20 * -3.1
10 - 15 * -0.96
10 - 20 * -1.51
15 - 20 * -0.55
* denotes a statistically significant difference.
Plot of Fitted Model of chitosan conc. on K/S of cotton samples
Chitosan concentration (grams)
K/S
0 4 8 12 16 20
0
2
4
6
8
224
9.2. Effect of chitosan fixation temperature
9.2.1. The effect of fixation temperature on PET samples
Number of observations: 21
Number of levels: 7
Summary Statistics
Table 9.13: means and standard deviation for the effect of chitosan fixation temperature
on PET samples
Temperature Count Mean Standard deviation
0 3 0.62 0.00
120 3 1.76 0.1
140 3 2.04 0.34
160 3 3.4 0.39
180 3 4.14 0.25
200 3 6.46 0.19
220 3 6.78 0.17
Polynomial Regression analysis
Dependent variable: K/S
Independent variable: Temperature
Order of polynomial = 2
R-squared = 96.43 percent
The equation of the fitted model is
Y = 0.61 - 0.02 X + 0.0002 X 2
(12)
Figure 9.5: Plot of fitted model for the effect of chitosan fixation temperature on the K/S values
of PET samples
Plot of Fitted Model of fixation temperature on K/S values of PET samples
Temperature (°C)
K/S
0 40 80 120 160 200 240
0
2
4
6
8
225
One-Way ANOVA test
Table 9.14: ANOVA Table for the effect of chitosan fixation temperature on the K/S
values of PET samples
Source Sum of Squares Df Mean Square F-Ratio P-Value
Between groups 100.17 6 16.69 291.33 0
Within groups 0.8 14 0.06
Multiple Range Tests
Table 9.15: LSD differences at 95% confidence level between each set of chitosan fixation
temperature
Contrast Sig. Difference
0 - 120 * -1.14
0 - 140 * -1.42
0 - 160 * -2.77
0 - 180 * -3.53
0 - 200 * -5.85
0 - 220 * -6.17
120 - 140 -0.28
120 - 160 * -1.63
120 - 180 * -2.38
120 - 200 * -4.7
120 - 220 * -5.02
140 - 160 * -1.35
140 - 180 * -2.1
140 - 200 * -4.42
140 - 220 * -4.74
160 - 180 * -0.75
160 - 200 * -3.07
160 - 220 * -3.39
180 - 200 * -2.32
180 - 220 * -2.64
200 - 220 -0.32
* denotes a statistically significant difference.
9.2.2. The effect of fixation temperature on 50% cotton - 50% PET (Blend 1) samples
Number of observations: 15
Number of levels: 5
226
Summary Statistics
Table 9.16: means and standard deviation for the effect of chitosan fixation temperature
on 50% cotton - 50% PET samples
Temperature Count Mean Standard deviation
0 3 1.08 0.11
120 3 2.06 0.19
140 3 4.3 0.19
160 3 5.64 0.28
180 3 5.76 0.24
Polynomial Regression analysis
Dependent variable: K/S
Independent variable: Temperature
Order of polynomial = 2
R-squared = 90.24 percent
The equation of the fitted model is
Y = 1.03 - 0.02 X + 0.0003 X 2
(13)
Figure 9.6: Plot of fitted model for the effect of chitosan fixation temperature on the K/S values
of 50% cotton - 50% PET samples
One-Way ANOVA test
Table 9.17: ANOVA Table for the effect of chitosan fixation temperature on the K/S
values of 50% cotton - 50% PET samples
Source Sum of Squares Df Mean Square F-Ratio P-Value
Between groups 53.69 4 13.42 304.53 0
Within groups 0.44 10 0.04
Plot of Fitted Model of fixation temperature effect on K/S values of blend I
Temperature °C
K/S
0 20 40 60 80 100 120 140 160 180 200 220 240
0
2
4
6
8
227
Multiple Range Tests
Table 9.18: LSD differences at 95% confidence level between each set of chitosan fixation
temperature
Contrast Sig. Difference
0 - 120 * -0.98
0 - 140 * -3.22
0 - 160 * -4.56
0 - 180 * -4.68
120 - 140 * -2.24
120 - 160 * -3.58
120 - 180 * -3.7
140 - 160 * -1.34
140 - 180 * -1.46
160 - 180 -0.12
* denotes a statistically significant difference.
9.2.3. The effect of fixation temp on 65% cotton - 35% PET (Blend 2) samples
Number of observations: 15
Number of levels: 5
Summary statistics
Table 9.19: means and standard deviation for the effect of chitosan fixation temperature
on 65% cotton - 35% PET samples
Temperature Count Mean Standard deviation
0 3 1.32 0.09
120 3 2.21 0.26
140 3 4.51 0.3
160 3 5.98 0.34
180 3 6.86 0.21
Polynomial Regression analysis
Dependent variable: K/S
Independent variable: Temperature
Order of polynomial = 2
R-squared = 95.04 percent
The equation of the fitted model is
Y = 1.29 -0.029 X + 0.0003 X 2
(14)
228
Figure 9.7: Plot of fitted model for the effect of chitosan fixation temperature on the K/S
values of 65% cotton - 35% PET samples
One-Way ANOVA test
Table 9.20: ANOVA Table for the effect of chitosan fixation temperature on the K/S
values of 65% cotton - 35% PET samples
Source Sum of Squares Df Mean Square F-Ratio P-Value
Between groups 67.67 4 16.92 266.41 0
Within groups 0.64 10 0.06
Multiple Range Tests
Table 9.21: LSD differences at 95% confidence level between each set of chitosan fixation
temperature
Contrast Sig. Difference
0 - 120 * -0.88
0 - 140 * -3.18
0 - 160 * -4.66
0 - 180 * -5.53
120 - 140 * -2.3
120 - 160 * -3.77
120 - 180 * -4.65
140 - 160 * -1.48
140 - 180 * -2.35
160 - 180 * -0.88
* denotes a statistically significant difference.
Plot of Fitted Model of fixation temp. effect on the K/S of Blend2 samples
Temperature (°C)
K/S
0 20 40 60 80 100 120 140 160 180 200 220 240
0
2
4
6
8
229
9.2.4. The effect of fixation temperature on cotton samples
Number of observations: 15
Number of levels: 5
Summary Statistics analysis
Table 9.22: means and standard deviation for the effect of chitosan fixation temperature
on cotton samples
Temperature Count Mean Standard deviation
0 3 1.53 0.19
120 3 2.06 0.29
140 3 4.92 0.28
160 3 6.49 0.17
180 3 7.19 0.17
Polynomial Regression
Dependent variable: K/S
Independent variable: Temperature
Order of polynomial = 2
R-squared = 91.9 percent
The equation of the fitted model is
Y = 1.48 - 0.03 X + 0.0004 X 2
(15)
Figure 9.8: Plot of fitted model for the effect of chitosan fixation temperature on the K/S values
of cotton samples
Plot of Fitted Model of fixation temperature effect on K/S of cotton samples
Temperature °C
K/S
0 20 40 60 80 100 120 140 160 180 200 220 240
0
2
4
6
8
230
One-Way ANOVA test
Table 9.23: ANOVA Table for the effect of chitosan fixation temperature on the K/S
values of cotton samples
Source Sum of Squares Df Mean Square F-Ratio P-Value
Between groups 78.53 4 19.63 389.77 0
Within groups 0.5 10 0.05
Multiple Range Tests
Table 9.24: LSD differences at 95% confidence level between each set of chitosan fixation
temperature
Contrast Sig. Difference
0 - 120 * -0.53
0 - 140 * -3.39
0 - 160 * -4.96
0 - 180 * -5.67
120 - 140 * -2.86
120 - 160 * -4.44
120 - 180 * -5.14
140 - 160 * -1.57
140 - 180 * -2.28
160 - 180 * -0.70
* denotes a statistically significant difference.
9.3. Effect of chitosan fixation Time
9.3.1. The effect of fixation time on PET samples
Number of observations: 15
Number of levels: 5
Summary Statistics
Table 9.25: means and standard deviation for the effect of chitosan fixation time on PET
samples
Time Count Mean Standard deviation
0 3 0.62 0.002
1 3 4.23 0.27
2 3 4.96 0.29
3 3 5.3 0.3
4 3 7.31 0.17
Polynomial Regression analysis
Dependent variable: K/S
Independent variable: Time
Order of polynomial = 2
R-squared = 91.75 percent
The equation of the fitted model is
231
Y = 1.02 + 2.73 X - 0.36 X 2
(16)
Figure 9.9: Plot of fitted model for the effect of chitosan fixation time on the K/S values of PET
samples
One-Way ANOVA analysis
Table 9.26: ANOVA Table for the effect of chitosan fixation timee on the K/S values of
PET samples
Source Sum of Squares Df Mean Square F-Ratio P-Value
Between groups 61.02 4 15.26 260.18 0
Within groups 0.59 10 0.06
Multiple Range Tests
Table 9.27: LSD differences at 95% confidence level between each set of chitosan fixation
time
Contrast Sig. Difference
0 - 1 * -3.61
0 - 2 * -4.34
0 - 3 * -4.68
0 - 4 * -6
1 - 2 * -0.73
1 - 3 * -1.07
1 - 4 * -2.39
2 - 3 -0.34
2 - 4 * -1.66
3 - 4 * -1.31
* denotes a statistically significant difference.
Time (minutes)
K/S
Means and standard deviation of fixation time effect on PET samples
0 1 2 3 4
0
2
4
6
8
232
9.3.2. The effect of fixation time on 50% cotton - 50% PET (Blend 1) samples
Number of observations: 15
Number of levels: 5
Summary Statistics
Table 9.28: means and standard deviation for the effect of chitosan fixation time on 50%
cotton - 50% PET samples
Time Count Mean Standard deviation
0 3 1.08 0.11
1 3 4.7 0.22
2 3 5.02 0.35
3 3 5.47 0.16
4 3 5.74 0.15
Polynomial Regression analysis
Dependent variable: K/S
Independent variable: Time
Order of polynomial = 2
R-squared = 90.84 percent
The equation of the fitted model is
Y = 1.44 + 2.89 X - 0.47 X 2
(17)
Figure 9.10: Plot of fitted model for the effect of chitosan fixation time on the K/S values of 50%
cotton - 50% PET samples
K/S
Time (minutes)
Plot of Fitted Model of fixation time effect on K/S values of blend I samples
0 1 2 3 4
0
1
2
3
4
5
6
7
8
9
10
233
One-Way ANOVA analysis
Table 9.29: ANOVA Table for the effect of chitosan fixation timee on the K/S values of
50% cotton - 50% PET samples
Source Sum of Squares Df Mean Square F-Ratio P-Value
Between groups 43.39 4 10.85 237.90 0
Within groups 0.46 10 0.05
Multiple Range Tests
Table 9.30: LSD differences at 95% confidence level between each set of chitosan fixation
time
Contrast Sig. Difference
0 - 1 * -3.63
0 - 2 * -3.94
0 - 3 * -4.39
0 - 4 * -4.67
1 - 2 -0.31
1 - 3 * -0.76
1 - 4 * -1.04
2 - 3 * -0.45
2 - 4 * -0.73
3 - 4 -0.28
* denotes a statistically significant difference.
9.3.3. The effect of fixation time on 65% cotton - 35% PET (Blend 2) samples
Number of observations: 15
Number of levels: 5
Summary Statistics
Table 9.31: means and standard deviation for the effect of chitosan fixation time on 65%
cotton - 35% PET samples
Time Count Mean Standard deviation
0 3 1.32 0.09
1 3 5.45 0.28
2 3 6.02 0.22
3 3 6.26 0.17
4 3 6.98 0.11
Polynomial Regression
Dependent variable: K/S
Independent variable: Time
Order of polynomial = 2
R-squared = 90.88 percent
The equation of the fitted model is
234
Y = 1.76 + 3.26 X - 0.51 X 2
(18)
Figure 9.11: Plot of fitted model for the effect of chitosan fixation time on the K/S values of
65% cotton - 35% PET samples
One-Way ANOVA analysis
Table 9.32: ANOVA Table for the effect of chitosan fixation timee on the K/S values of
65% cotton - 35% PET samples
Source Sum of Squares Df Mean Square F-Ratio P-Value
Between groups 60.15 4 15.04 418.85 0
Within groups 0.36 10 0.04
Multiple Range Tests
Table 9.33: LSD differences at 95% confidence level between each set of chitosan fixation
time
Contrast Sig. Difference
0 - 1 * -4.13
0 - 2 * -4.7
0 - 3 * -4.93
0 - 4 * -5.66
1 - 2 * -0.57
1 - 3 * -0.81
1 - 4 * -1.53
2 - 3 -0.24
2 - 4 * -0.96
3 - 4 * -0.72
* denotes a statistically significant difference.
Plot of Fitted Model of fixation time effect on K/S of blend 2 samples
Time (minutes)
K/S
0 1 2 3 4
0
2
4
6
8
10
235
9.3.4. The effect of fixation time on cotton samples
Number of observations: 15
Number of levels: 5
Summary Statistics
Table 9.34: means and standard deviation for the effect of chitosan fixation time on
cotton samples
Time Count Mean Standard deviation
0 3 1.53 0.19
1 3 6.09 0.36
2 3 6.68 0.22
3 3 6.88 0.23
4 3 7.08 0.16
Polynomial Regression
Dependent variable: K/S
Independent variable: Time
Order of polynomial = 2
R-squared = 91.29 percent
The equation of the fitted model is
Y = 1.97 + 3.79 X - 0.65 X 2
(19)
Figure 9.12: Plot of fitted model for the effect of chitosan fixation time on the K/S
values of cotton samples
Plot of Fitted Model of fixation time effect on K/S values of cotton samples
Time (minutes)
K/S
0 1 2 3 4
0
2
4
6
8
10
236
One-Way ANOVA analysis
Table 9.35: ANOVA Table for the effect of chitosan fixation timee on the K/S values of
cotton samples
Source Sum of Squares Df Mean Square F-Ratio P-Value
Between groups 65.36 4 16.34 282.60 0
Within groups 0.58 10 0.06
Multiple Range Tests
Table 9.36: LSD differences at 95% confidence level between each set of chitosan fixation
time
Contrast Sig. Difference
0 - 1 * -4.56
0 - 2 * -5.15
0 - 3 * -5.35
0 - 4 * -5.55
1 - 2 * -0.59
1 - 3 * -0.79
1 - 4 * -0.99
2 - 3 -0.21
2 - 4 -0.4
3 - 4 -0.2
* denotes a statistically significant difference.
9.4. Effect of NaOH concentration
9.4.1. The effect of NaOH concentration on PET samples
Number of observations: 18
Number of levels: 6
Summary Statistics
Table 9.37: means and standard deviation for the effect of NaOH concentration on PET
samples
NaOH concentration Count Mean Standard deviation
0 3 0.62 0.002
5 3 4.32 0.19
10 3 4.78 0.16
15 3 4.99 0.16
20 3 4.22 0.18
25 3 3.91 0.23
237
Polynomial Regression analysis
Dependent variable: K/S
Independent variable: NaOH concentration
Order of polynomial = 2
R-squared = 86.04 percent
The equation of the fitted model is
Y = 1.15 + 0.54 X - 0.02 X 2
(20)
Figure 9.13: Plot of fitted model for the effect of NaOH concentration on the K/S values of PET
samples
One-Way ANOVA analysis
Table 9.38: ANOVA Table for the effect of NaOH concentration on the K/S values of
PET samples
Source Sum of Squares Df Mean Square F-Ratio P-Value
Between groups 38.9 5 7.78 275.09 0
Within groups 0.34 12 0.03
Plot of Fitted Model of NaOH concentration effect on K/S values of PET samples
NaOH concentration ( grams)
K/S
0 5 10 15 20 25
0
1
2
3
4
5
6
238
Multiple Range Tests
Table 9.39: LSD differences at 95% confidence level between each set of NaOH
concentrations
Contrast Sig. Difference
0 - 5 * -3.71
0 - 10 * -4.16
0 - 15 * -4.37
0 - 20 * -3.6
0 - 25 * -3.29
5 - 10 * -0.46
5 - 15 * -0.67
5 - 20 0.11
5 - 25 * 0.41
10 - 15 -0.21
10 - 20 * 0.56
10 - 25 * 0.87
15 - 20 * 0.77
15 - 25 * 1.08
20 - 25 * 0.31
* denotes a statistically significant difference.
9.4.2. The effect of NaOH concentration on 50% cotton - 50% PET (Blend 1) samples
Number of observations: 18
Number of levels: 6
Summary Statistics
Table 9.40: means and standard deviation for the effect of NaOH concentration on 50%
cotton - 50% PET samples
NaOH concentration Count Mean Standard deviation
0 3 1.08 0.11
5 3 5.17 0.17
10 3 5.22 0.28
15 3 5.75 0.22
20 3 5 0.26
25 3 4.29 0.24
Polynomial Regression analysis
Dependent variable: K/S
Independent variable: NaOH concentration
Order of polynomial = 2
R-squared = 85.2 percent
The equation of the fitted model is
239
Y = 1.65 + 0.58 X -0.02 X 2
(21)
Figure 9.14: Plot of fitted model for the effect of NaOH concentration on the K/S values of 50%
cotton - 50% PET samples
One-Way ANOVA
Table 9.41: ANOVA Table for the effect of NaOH concentration on the K/S values of
50% cotton - 50% PET samples
Source Sum of Squares Df Mean Square F-Ratio P-Value
Between groups 43.54 5 8.7 178.59 0
Within groups 0.59 12 0.05
Multiple Range Tests
Table 9.42: LSD differences at 95% confidence level between each set of NaOH
concentrations
Contrast Sig. Difference
0 - 5 * -4.09
0 - 10 * -4.15
0 - 15 * -4.68
0 - 20 * -3.92
0 - 25 * -3.21
5 - 10 -0.06
5 - 15 * -0.59
5 - 20 0.17
5 - 25 * 0.88
10 - 15 * -0.53
10 - 20 0.22
10 - 25 * 0.93
Plot of Fitted Model of NaOH concentration on K/S values of Blend I
NaOH concentration (grams)
K/S
0 5 10 15 20 25
0
1
2
3
4
5
6
240
15 - 20 * 0.76
15 - 25 * 1.46
20 - 25 * 0.71
* denotes a statistically significant difference.
9.4.3. The effect of NaOH concentration on 65% cotton - 35% PET (Blend 2) samples
Number of observations: 18
Number of levels: 6
Summary Statistics
Table 9.43: means and standard deviation for the effect of NaOH concentration on 65%
cotton - 35% PET samples
NaOH concentration Count Mean Standard deviation
0 3 1.32 0.09
5 3 5.87 0.12
10 3 5.97 0.25
15 3 6.88 0.24
20 3 5.23 0.27
25 3 4.17 0.31
Polynomial Regression analysis
Dependent variable: K/S
Independent variable: NaOH concentration
Order of polynomial = 2
R-squared = 87.1 percent
The equation of the fitted model is
Y = 1.88 + 0.7 X - 0.03 X 2
(22)
Figure 9.15: Plot of fitted model for the effect of NaOH concentration on the K/S values of 65%
cotton - 35% PET samples
Plot of Fitted Model of NaOH concentration effect on K/S values of Blend II
NaOH concentration (grams)
K/S
0 5 10 15 20 25
0
2
4
6
8
241
One-Way ANOVA
Table 9.44: ANOVA Table for the effect of NaOH concentration on the K/S values of
65% cotton - 35% PET samples
Source Sum of Squares Df Mean Square F-Ratio P-Value
Between groups 58.34 5 11.67 224.18 0
Within groups 0.63 12 0.05
Multiple Range Tests
Table 9.45: LSD differences at 95% confidence level between each set of NaOH
concentrations
Contrast Sig. Difference
0 - 5 * -4.55
0 - 10 * -4.65
0 - 15 * -5.56
0 - 20 * -3.91
0 - 25 * -2.85
5 - 10 -0.1
5 - 15 * -1.01
5 - 20 * 0.64
5 - 25 * 1.7
10 - 15 * -0.9
10 - 20 * 0.74
10 - 25 * 1.80
15 - 20 * 1.65
15 - 25 * 2.71
20 - 25 * 1.06
* denotes a statistically significant difference.
242
Appendix B: Data analysis for differential printing of cotton,
polyester, and cotton/polyester blends with chitosan.
10.
10.1. Effect of NaOH concentration
10.1.1. The effect of NaOH concentration on PET samples
Number of observations: 18
Number of levels: 6
Summary Statistics
Table 10.1: means and standard deviation for the effect of NaOH concentration on PET
samples
NaOH concentration Count Mean Standard deviation
0 3 0.62 0.13
5 3 4.85 0.32
10 3 6.61 0.23
15 3 7.57 0.2
20 3 7.73 0.28
25 3 7.42 0.34
Polynomial Regression
Dependent variable: K/S
Independent variable: NaOH concentration
Order of polynomial = 2
R-squared = 97.62 percent
The equation of the fitted model is
Y = 0.95 + 0.77 X -0.02 X 2
(23)
243
Figure 10.1: Plot of fitted model for the effect of NaOH concentration on the K/S values of PET
samples
One-Way ANOVA
Table 10.2: ANOVA Table for the effect of NaOH concentration on the K/S values of
PET samples
Source Sum of Squares Df Mean Square F-Ratio P-Value
Between groups 113.6 5 22.72 339.75 0
Within groups 0.8 12 0.07
Multiple Range Tests
Table 10.3: LSD differences at 95% confidence level between each set of NaOH
concentrations
Contrast Sig. Difference
0 - 5 * -4.24
0 - 10 * -5.99
0 - 15 * -6.95
0 - 20 * -7.11
0 - 25 * -6.8
5 - 10 * -1.75
5 - 15 * -2.71
5 - 20 * -2.88
5 - 25 * -2.56
10 - 15 * -0.96
10 - 20 * -1.12
10 - 25 * -0.81
15 - 20 -0.16
15 - 25 0.15
20 - 25 0.31
* denotes a statistically significant difference.
Plot of Fitted Model of Naoh conc. effect on K/S values of PET samples
NaOH concentration (grams)
K/S
0 5 10 15 20 25
0
2
4
6
8
244
10.1.2. The effect of NaOH concentration on 50% cotton - 50% PET (Blend 1) samples
Number of observations: 18
Number of levels: 6
Summary Statistics
Table 10.4: means and standard deviation for the effect of NaOH concentration on 50%
cotton - 50% PET samples
NaOH concentration Count Mean Standard deviation
0 3 1.08 0.09
5 3 8.43 0.48
10 3 12.77 0.69
15 3 14.76 0.63
20 3 13.82 0.66
25 3 12.06 0.41
Polynomial Regression
Dependent variable: K/S
Independent variable: NaOH concentration
Order of polynomial = 2
R-squared = 98.66 percent
The equation of the fitted model is
Y = 1.3 + 1.61 X - 0.05 X 2
(24)
Figure 10.2: Plot of fitted model for the effect of NaOH concentration on the K/S values of 50%
cotton - 50% PET samples
Plot of Fitted Model of NaOH conc. effect on K/S values of Blend1 samples
NaOH concentration (grams)
K/S
0 5 10 15 20 25
0
4
8
12
16
245
One-Way ANOVA
Table 10.5: ANOVA Table for the effect of NaOH concentration on the K/S values of
50% cotton - 50% PET samples
Source Sum of Squares Df Mean Square F-Ratio P-Value
Between groups 389.46 5 77.89 272.82 0
Within groups 3.43 12 0.29
Multiple Range Tests
Table 10.6: LSD differences at 95% confidence level between each set of NaOH
concentrations
Contrast Sig. Difference
0 - 5 * -7.36
0 - 10 * -11.69
0 - 15 * -13.68
0 - 20 * -12.75
0 - 25 * -10.98
5 - 10 * -4.34
5 - 15 * -6.33
5 - 20 * -5.39
5 - 25 * -3.63
10 - 15 * -1.99
10 - 20 * -1.05
10 - 25 0.71
15 - 20 0.94
15 - 25 * 2.7
20 - 25 * 1.76
* denotes a statistically significant difference.
10.1.3. The effect of NaOH concentration on 65% cotton - 35% PET (Blend 2) samples
Number of observations: 18
Number of levels: 6
Summary Statistics
Table 10.7: means and standard deviation for the effect of NaOH concentration on 65%
cotton - 35% PET samples
NaOH concentration Count Mean Standard deviation
0 3 1.32 0.07
5 3 14.31 0.75
10 3 16.69 0.58
15 3 18.44 0.42
20 3 18.39 0.66
25 3 16.8 0.55
246
Polynomial Regression analysis
Dependent variable: K/S
Independent variable: NaOH concentration
Order of polynomial = 2
R-squared = 93.08 percent
The equation of the fitted model is
Y = 2.88 + 1.99 X -0.06 X 2
(25)
Figure 10.3: Plot of fitted model for the effect of NaOH concentration on the K/S values of 65%
cotton - 35% PET samples
One-Way ANOVA
Table 10.8: ANOVA Table for the effect of NaOH concentration on the K/S values of
65% cotton - 35% PET samples
Source Sum of Squares Df Mean Square F-Ratio P-Value
Between groups 642.76 5 128.55 425.23 0
Within groups 3.63 12 0.3
Multiple Range Tests
Table 10.9: LSD differences at 95% confidence level between each set of NaOH
concentrations
Contrast Sig. Difference
0 - 5 * -12.99
0 - 10 * -15.37
0 - 15 * -17.12
0 - 20 * -17.07
0 - 25 * -15.47
Plot of Fitted Model of NaOH conc. effect on K/S values of blend2 samples
NaOH concentration (grams)
K/S
0 5 10 15 20 25
0
4
8
12
16
20
247
5 - 10 * -2.38
5 - 15 * -4.13
5 - 20 * -4.08
5 - 25 * -2.48
10 - 15 * -1.75
10 - 20 * -1.7
10 - 25 -0.1
15 - 20 0.05
15 - 25 * 1.65
20 - 25 * 1.6
* denotes a statistically significant difference.
10.2. Effect of Temperature
10.2.1. The effect of fixation temperature on PET samples
Number of observations: 18
Number of levels: 6
Summary Statistics
Table 10.10: means and standard deviation for the effect of chitosan fixation temperature
on K/S values of PET samples
temperature Count Mean Standard deviation
0 3 0.62 0.13
140 ᵒC 3 7.05 0.47
160 ᵒC 3 8.27 0.41
180 ᵒC 3 8.8 0.74
200 ᵒC 3 13.7 0.59
220 ᵒC 3 14.68 0.26
Polynomial Regression analysis
Dependent variable: K/S
Independent variable: temp
Order of polynomial = 2
R-squared = 96.33 percent
The equation of the fitted model is
Y = 0.65 + 0.0023 X+ 0.00028 X 2
(26)
248
Figure 10.4: Plot of fitted model for the effect of chitosan fixation temperature on the K/S values
of PET samples
One-Way ANOVA analysis
Table 10.11: ANOVA Table for the effect of chitosan fixation temperature on the K/S
values of PET samples
Source Sum of Squares Df Mean Square F-Ratio P-Value
Between groups 386.8 5 77.36 338.98 0
Within groups 2.74 12 0.23
Multiple Range Tests
Table 10.12: LSD differences at 95% confidence level between each set of chitosan
fixation temperature
Contrast Sig. Difference
0 - 140 * -6.44
0 - 160 * -7.65
0 - 180 * -8.23
0 - 200 * -13.09
0 - 220 * -14.07
140 - 160 * -1.21
140 - 180 * -1.79
140 - 200 * -6.65
140 - 220 * -7.63
160 - 180 -0.58
160 - 200 * -5.44
160 - 220 * -6.42
180 - 200 * -4.86
180 - 220 * -5.84
200 - 220 * -0.98
* denotes a statistically significant difference.
Temperature (°C)
K/S
Plot of Fitted Model of fixation temp. effect on the K/S values of PET samples
0 20 40 60 80 100 120 140 160 180 200 220 240
0
3
6
9
12
15
249
10.2.2. The effect of fixation temperature on 50% cotton - 50% PET (Blend 1) samples
Number of observations: 15
Number of levels: 5
Summary Statistics
Table 10.13: means and standard deviation for the effect of chitosan fixation temperature
on K/S values of 50% cotton - 50% PET samples
Polynomial Regression analysis
Dependent variable: K/S
Independent variable: temp
Order of polynomial = 2
R-squared = 95.78 percent
The equation of the fitted model is
Y = 1.02 + 0.04 X + 0.0002 X 2
(27)
Figure 10.5: Plot of fitted model for the effect of chitosan fixation temperature on the K/S values
of 50% cotton - 50% PET samples
Temperature (°C)
K/S
Plot of Fitted Model of fixation temp. effect on K/S values of Blend1 samples
0 20 40 60 80 100 120 140 160 180 200 220 240
0
3
6
9
12
15
18
temperature Count Mean Standard deviation
0 3 1.08 0.09
140 3 8.63 0.42
160 3 13.76 0.48
180 3 14.42 0.81
200 3 15.89 0.36
250
One-Way ANOVA analysis
Table 10.14: ANOVA Table for the effect of chitosan fixation temperature on the K/S
values of 50% cotton - 50% PET samples
Source Sum of Squares Df Mean Square F-Ratio P-Value
Between groups 440.88 4 110.22 457.7 0
Within groups 2.41 10 0.24
Multiple Range Tests
Table 10.15: LSD differences at 95% confidence level between each set of chitosan
fixation temperature
Contrast Sig. Difference
0 - 140 * -7.56
0 - 160 * -12.68
0 - 180 * -13.35
0 - 200 * -14.81
140 - 160 * -5.12
140 - 180 * -5.79
140 - 200 * -7.25
160 - 180 -0.66
160 - 200 * -2.13
180 - 200 * -1.47
* denotes a statistically significant difference.
10.2.3. The effect of fixation temperature on 65% cotton - 35% PET (Blend 2) samples
Number of observations: 15
Number of levels: 5
Summary Statistics
Table 10.16: means and standard deviation for the effect of chitosan fixation temperature
on K/S values of 65% cotton - 35% PET samples
temp Count Mean Standard deviation
0 3 1.32 0.07
140 3 9.33 0.62
160 3 17.26 0.35
180 3 20.2 0.32
200 3 20.92 0.37
Polynomial Regression
Dependent variable: K/S
Independent variable: temperature
Order of polynomial = 2
R-squared = 93.84 percent
251
The equation of the fitted model is
Y = 1.21 + 0.0033 X + 0.0005 X 2
(28)
Figure 10.6: Plot of fitted model for the effect of chitosan fixation temperature on the K/S values
of 65% cotton - 35% PET samples
One-Way ANOVA analysis
Table 10.17: ANOVA Table for the effect of chitosan fixation temperature on the K/S
values of 65% cotton - 35% PET samples
Source Sum of Squares Df Mean Square F-Ratio P-Value
Between groups 838.17 4 209.54 1397.98 0
Within groups 1.5 10 0.15
Multiple Range Tests
Table 10.18: LSD differences at 95% confidence level between each set of chitosan
fixation temperature
Contrast Sig. Difference
0 - 140 * -8
0 - 160 * -15.94
0 - 180 * -18.88
0 - 200 * -19.6
140 - 160 * -7.93
140 - 180 * -10.87
140 - 200 * -11.59
160 - 180 * -2.94
160 - 200 * -3.66
180 - 200 * -0.72
* denotes a statistically significant difference.
Plot of Fitted Model of fixation temp. effect on K/S values of blend2 samples
Temperature (°C)
K/S
0 20 40 60 80 100 120 140 160 180 200 220 240
0
4
8
12
16
20
24
252
10.2.4. The effect of fixation temperature on cotton samples
Number of observations: 15
Number of levels: 5
Summary Statistics analysis
Table 10.19: means and standard deviation for the effect of chitosan fixation temperature
on K/S values of cotton samples
temp Count Mean Standard deviation
0 3 1.53 0.12
140 3 13.13 0.38
160 3 19.61 0.36
180 3 21.76 0.62
200 3 24.44 0.28
Polynomial Regression analysis
Dependent variable: K/S
Independent variable: temp
Order of polynomial = 2
R-squared = 98 percent
The equation of the fitted model is
Y = 1.47 + 0.04 X + 0.0004 X 2
(29)
Figure 10.7: Plot of fitted model for the effect of chitosan fixation temperature on the K/S values
of cotton samples
Temperature (°C)
K/S
Plot of Fitted Model of fixation temp. effect on K/S values of cotton samples
0 40 80 120 160 200 240
0
5
10
15
20
25
253
One-Way ANOVA analysis
Table 10.20: ANOVA Table for the effect of chitosan fixation temperature on the K/S
values of cotton samples
Source Sum of Squares Df Mean Square F-Ratio P-Value
Between groups 1005.15 4 251.29 1659.39 0
Within groups 1.51 10 0.15
Multiple Range Tests
Table 10.21: LSD differences at 95% confidence level between each set of chitosan
fixation temperature
Contrast Sig. Difference
0 - 140 * -11.59
0 - 160 * -18.08
0 - 180 * -20.23
0 - 200 * -22.91
140 - 160 * -6.48
140 - 180 * -8.64
140 - 200 * -11.31
160 - 180 * -2.16
160 - 200 * -4.83
180 - 200 * -2.68
* denotes a statistically significant difference.
10.3. Effect of chitosan fixation Time
10.3.1. The effect of fixation time on PET samples
Number of observations: 15
Number of levels: 5
Summary Statistics analysis
Table 10.22: means and standard deviation for the effect of chitosan fixation time on K/S
values of PET samples
Time Count Mean Standard deviation
0 3 0.62 0.13
1 3 8.99 0.39
2 3 9.41 0.53
3 3 12.86 0.22
4 3 13.26 0.12
Polynomial Regression
Dependent variable: K/S
Independent variable: Time
Order of polynomial = 2
R-squared = 93.37 percent
254
The equation of the fitted model is
Y = 1.35 + 6.6 X -0.92 X 2
(30)
Figure 10.8: Plot of fitted model for the effect of chitosan fixation time on the K/S values of PET
samples
One-Way ANOVA analysis
Table 10.23: ANOVA Table for the effect of chitosan fixation time on the K/S values of
PET samples
Source Sum of Squares Df Mean Square F-Ratio P-Value
Between groups 310.72 4 77.68 761.12 0
Within groups 1.02 10 0.1
Multiple Range Tests
Table 10.24: LSD differences at 95% confidence level between each set of chitosan
fixation time
Contrast Sig. Difference
0 - 1 * -8.37
0 - 2 * -8.79
0 - 3 * -12.25
0 - 4 * -12.65
1 - 2 -0.42
1 - 3 * -3.88
1 - 4 * -4.28
2 - 3 * -3.46
2 - 4 * -3.86
3 - 4 -0.4
* denotes a statistically significant difference.
Plot of Fitted Model of fixation time effect on K/S values of PET samples
Time (minutes)
K/S
0 1 2 3 4
0
3
6
9
12
15
255
10.3.2. The effect of fixation time on 50% cotton - 50% PET (Blend 1) samples
Number of observations: 15
Number of levels: 5
Summary Statistics analysis
Table 10.25: means and standard deviation for the effect of chitosan fixation time on K/S
values of 50% cotton - 50% PET samples
Time Count Mean Standard deviation
0 3 1.07 0.09
1 3 9.73 1.02
2 3 11.21 0.46
3 3 12.36 0.53
4 3 14.73 0.46
Polynomial Regression
Dependent variable: K/S
Independent variable: Time
Order of polynomial = 2
R-squared = 92.18 percent
The equation of the fitted model is
Y = 1.99 + 6.68 X -0.92 X 2
(31)
Figure 10.9: Plot of fitted model for the effect of chitosan fixation time on the K/S values
of 50% cotton - 50% PET samples
Plot of Fitted Model of fixation time effect on K/S values of blend1 samples
Time (minutes)
K/S
0 1 2 3 4
0
4
8
12
16
256
One-Way ANOVA analysis
Table 10.26: ANOVA Table for the effect of chitosan fixation time on the K/S values of
50% cotton - 50% PET samples
Source Sum of Squares Df Mean Square F-Ratio P-Value
Between groups 326.79 4 81.69 234.83 0
Within groups 3.48 10 0.35
Multiple Range Tests
Table 10.27: LSD differences at 95% confidence level between each set of chitosan
fixation time
Contrast Sig. Difference
0 - 1 * -8.66
0 - 2 * -10.14
0 - 3 * -11.29
0 - 4 * -13.65
1 - 2 * -1.48
1 - 3 * -2.63
1 - 4 * -4.99
2 - 3 * -1.15
2 - 4 * -3.52
3 - 4 * -2.36
* denotes a statistically significant difference.
10.3.3. The effect of fixation time on 65% cotton - 35% PET (Blend 2) samples
Number of observations: 15
Number of levels: 5
Summary Statistics analysis
Table 10.28: means and standard deviation for the effect of chitosan fixation time on K/S
values of 65% cotton - 35% PET samples
Time Count Mean Standard deviation
0 3 1.32 0.06
1 3 10.6 1.24
2 3 11.74 0.63
3 3 13.78 0.57
4 3 18.82 0.75
Polynomial Regression
Dependent variable: K/S
Independent variable: Time
Order of polynomial = 2
257
R-squared = 90.91 percent
The equation of the fitted model is
Y = 2.54 + 5.98 X - 0.54 X 2
(32)
Figure 10.10: Plot of fitted model for fixation time effect on K/S values of 65% Cotton - 35%
PET samples
One-Way ANOVA analysis
Table 10.29: ANOVA Table for the effect of chitosan fixation time on the K/S values of
50% cotton - 50% PET samples
Source Sum of Squares Df Mean Square F-Ratio P-Value
Between groups 488.92 4 122.23 216.5 0
Within groups 5.65 10 0.56
Multiple Range Tests
Table 10.30: LSD differences at 95% confidence level between each set of chitosan
fixation time
Contrast Sig. Difference
0 - 1 * -9.27
0 - 2 * -10.41
0 - 3 * -12.46
0 - 4 * -17.5
1 - 2 -1.14
1 - 3 * -3.18
1 - 4 * -8.22
2 - 3 * -2.05
2 - 4 * -7.09
3 - 4 * -5.04
* denotes a statistically significant difference.
Time (minutes)
K/S
Plot of Fitted Model of fixation time effect on K/S of blend2 samples
0 1 2 3 4
0
4
8
12
16
20
258
10.3.4. The effect of fixation time on cotton samples
Number of observations: 15
Number of levels: 5
Summary Statistics analysis
Table 10.31: means and standard deviation for the effect of chitosan fixation time on K/S
values of cotton samples
Time Count Mean Standard deviation
0 3 1.53 0.12
1 3 12.68 0.57
2 3 13.63 0.48
3 3 15.88 0.45
4 3 19.97 0.91
Polynomial Regression
Dependent variable: K/S
Independent variable: Time
Order of polynomial = 2
R-squared = 90.91 percent
The equation of the fitted model is
Y = 2.89 + 7.68 X - 0.92 X 2
(33)
Figure 10.11: Plot of fitted model for fixation time effect on K/S values of Cotton samples
Time (minutes)
K/S
Plot of Fitted Model of fixation time effect on K/S values of cotton samples
0 1 2 3 4
0
4
8
12
16
20
24
259
One-Way ANOVA analysis
Table 10.32: ANOVA Table for the effect of chitosan fixation time on the K/S values of
cotton samples
Source Sum of Squares Df Mean Square F-Ratio P-Value
Between groups 565.88 4 141.47 441.67 0
Within groups 3.2 10 0.32
Multiple Range Tests
Table 10.33: LSD differences at 95% confidence level between each set of chitosan
fixation time
Contrast Sig. Difference
0 - 1 * -11.15
0 - 2 * -12.1
0 - 3 * -14.36
0 - 4 * -18.44
1 - 2 -0.95
1 - 3 * -3.21
1 - 4 * -7.29
2 - 3 * -2.25
2 - 4 * -6.33
3 - 4 * -4.08
* denotes a statistically significant difference.
10.4. Effect of chitosan concentration
10.4.1. The effect of chitosan concentration on PET samples
Number of observations: 15
Number of levels: 5
Summary Statistics analysis
Table 10.34: means and standard deviation for the effect of chitosan concentration on
K/S values of PET samples
Chitosan concentration Count Average Standard deviation
0 3 0.62 0.13
5 3 5.68 0.49
10 3 7.21 0.59
15 3 8.01 0.49
20 3 12.06 0.56
Polynomial Regression
Dependent variable: K/S
Independent variable: Chitosan concentration
260
Order of polynomial = 2
R-squared = 92.24 percent
The equation of the fitted model is
Y = 1.28 + 0.66 X -0.0079 X 2
(34)
Figure 10.12: Plot of fitted model for chitosan concentration effect on K/S values of PET
samples
One-Way ANOVA analysis
Table 10.35: ANOVA Table for the effect of chitosan concentration on the K/S values of
PET samples
Source Sum of Squares Df Mean Square F-Ratio P-Value
Between groups 206.41 4 51.6 218.65 0
Within groups 2.36 10 0.23
Multiple Range Tests
Table 10.36: LSD differences at 95% confidence level between each set of chitosan
concentrations
Contrast Sig. Difference
0 - 5 * -5.06
0 - 10 * -6.59
0 - 15 * -7.39
0 - 20 * -11.4
5 - 10 * -1.53
5 - 15 * -2.33
5 - 20 * -6.38
10 - 15 -0.8
10 - 20 * -4.85
Plot of Fitted Model of chitosan conc. effect on K/S values of PET samples
Chitosan concentration (grams)
K/S
0 4 8 12 16 20
0
3
6
9
12
15
261
15 - 20 * -4.05
* denotes a statistically significant difference.
10.4.2. The effect of chitosan concentration on 50 % cotton - 50% PET (Blend 1)
samples
Number of observations: 15
Number of levels: 5
Summary Statistics
Table 10.37: means and standard deviation for the effect of chitosan concentration on
K/S values of 50 % cotton - 50% PET samples
Chitosan concentration Count Average Standard deviation
0 3 1.07 0.09
5 3 6.27 0.36
10 3 7.32 0.45
15 3 8.69 0.93
20 3 12.17 0.31
Polynomial Regression analysis
Dependent variable: K/S
Independent variable: chitosan concentration
Order of polynomial = 2
R-squared = 92.66 percent
The equation of the fitted model is
Y = 1.74 + 0.67 X -0.008 X 2
(35)
Figure 10.13: Plot of fitted model for chitosan concentration effect on K/S values of 50 % cotton
- 50% PET samples
Plot of Fitted Model of chitosan conc. effect on K/S values of blend1 samples
Chitosan concentration (grams)
K/S
0 4 8 12 16 20
0
3
6
9
12
15
262
One-Way ANOVA analysis
Table 10.38: ANOVA Table for the effect of chitosan concentration on the K/S values of
50 % cotton - 50% PET samples
Source Sum of Squares Df Mean Square F-Ratio P-Value
Between groups 195.99 4 48.99 187.6 0
Within groups 2.61 10 0.26
Multiple Range Tests
Table 10.39: LSD differences at 95% confidence level between each set of chitosan
concentrations
Contrast Sig. Difference
0 - 5 * -5.19
0 - 10 * -6.24
0 - 15 * -7.62
0 - 20 * -11.09
5 - 10 * -1.05
5 - 15 * -2.43
5 - 20 * -5.9
10 - 15 * -1.38
10 - 20 * -4.86
15 - 20 * -3.47
* denotes a statistically significant difference.
10.4.3. The effect of chitosan concentration on 65 % cotton – 35 % PET (Blend 2)
samples
Number of observations: 15
Number of levels: 5
Summary Statistics
Table 10.40: means and standard deviation for the effect of chitosan concentration on
K/S values of 50 % cotton - 50% PET samples
Chitosan concentration Count Mean Standard deviation
0 3 1.32 0.06
5 3 6.74 0.56
10 3 8.29 0.58
15 3 9.57 0.75
20 3 14.05 0.67
Polynomial Regression
Dependent variable: K/S
Independent variable: Chitosan concentration
Order of polynomial = 2
R-squared = 92.96 percent
263
The equation of the fitted model is
Y = 2.03 + 0.69 X-0.0062 X 2
(36)
Figure 10.14: Plot of fitted model for chitosan concentration effect on K/S values of 65 % cotton
- 35% PET samples
One-Way ANOVA analysis
Table 10.41: ANOVA Table for the effect of chitosan concentration on the K/S values of
65 % cotton - 35% PET samples
Source Sum of Squares Df Mean Square F-Ratio P-Value
Between groups 256.01 4 64 191.21 0
Within groups 3.35 10 0.34
Multiple Range Tests
Table 10.42: LSD differences at 95% confidence level between each set of chitosan
concentrations
Contrast Sig. Difference
0 - 5 * -5.42
0 - 10 * -6.97
0 - 15 * -8.25
0 - 20 * -12.72
5 - 10 * -1.56
5 - 15 * -2.84
5 - 20 * -7.31
10 - 15 * -1.28
10 - 20 * -5.75
15 - 20 * -4.47
* denotes a statistically significant difference.
Plot of Fitted Model of chitosan conc. effect on K/S values of blend2 samples
Chitosan concentration (grams)
K/S
0 4 8 12 16 20
0
3
6
9
12
15
264
10.4.4. The effect of chitosan concentration on cotton samples
Number of observations: 15
Number of levels: 5
Summary Statistics
Table 10.43: means and standard deviation for the effect of chitosan concentration on
K/S values of cotton samples
Chitosan concentration Count Mean Standard deviation
0 3 1.53 0.12
5 3 8.68 0.41
10 3 9.96 0.48
15 3 11.55 0.75
20 3 16.44 0.69
Polynomial Regression
Dependent variable: K/S
Independent variable: Chitosan concentration
Order of polynomial = 2
R-squared = 91.92 percent
The equation of the fitted model is
Y = 2.49 + 0.89 X-0.012 X 2
(37)
Figure 10.15: Plot of fitted model for chitosan concentration effect on K/S values of cotton
samples
Plot of Fitted Model of chitosan concentration effect on K/S of cotton samples
Chitosan concentration (grams)
K/S
0 4 8 12 16 20
0
3
6
9
12
15
18
265
One-Way ANOVA analysis
Table 10.44: ANOVA Table for the effect of chitosan concentration on the K/S values of
cotton samples
Source Sum of Squares Df Mean Square F-Ratio P-Value
Between groups 349.94 4 87.48 298.73 0
Within groups 2.93 10 0.29
Multiple Range Tests
Table 10.45: LSD differences at 95% confidence level between each set of chitosan
concentrations
Contrast Sig. Difference
0 - 5 * -7.14
0 - 10 * -8.43
0 - 15 * -10.02
0 - 20 * -14.90
5 - 10 * -1.28
5 - 15 * -2.87
5 - 20 * -7.76
10 - 15 * -1.59
10 - 20 * -6.48
15 - 20 * -4.88
* denotes a statistically significant difference.
266
267
11. Appendix C: Data analysis for the resist printing of polyester
and polyester/cotton blended fabrics
11.1. Effect of chitosan fixation temperature
11.1.1. The effect of chitosan fixation temperature on PET samples
Number of observations: 15
Number of levels: 5
Summary Statistics
Table 11.1: means and standard deviation for the effect of chitosan fixation temperature
on K/S values of PET samples
Temperature Count Mean Standard deviation
120 3 90.3 0.93
140 3 94.91 0.68
160 3 96.05 0.39
180 3 97.14 0.1
200 3 97.63 0.12
Polynomial Regression
Dependent variable: K/S
Independent variable: Temperature
Order of polynomial = 2
R-squared = 94.2 percent
The equation of the fitted model is
Y = 45.003 + 0.56 X - 0.0015 X 2
(38)
268
Figure 11.1: Plot of fitted model for the effect of chitosan fixation temperature on K/S values of
PET samples
One-Way ANOVA analysis
Table 11.2: ANOVA Table for the effect of chitosan fixation temperature on the K/S
values of PET samples
Source Sum of Squares Df Mean Square F-Ratio P-Value
Between groups 103.31 4 25.83 85.74 0
Within groups 3.01 10 0.3
Multiple Range Tests for PET by Temperature
Table 11.3: LSD differences at 95% confidence level between each set of chitosan fixation
temperature
Contrast Sig. Difference
120 - 140 * -4.61
120 - 160 * -5.75
120 - 180 * -6.84
120 - 200 * -7.33
140 - 160 * -1.14
140 - 180 * -2.23
140 - 200 * -2.72
160 - 180 * -1.09
160 - 200 * -1.58
180 - 200 -0.48
* denotes a statistically significant difference.
Temperature (°C)
% D
ecre
ase in K
/S
Plot of Fitted Model
120 140 160 180 200
89
91
93
95
97
99
269
11.1.2. The effect of fixation temperature on 50 % cotton - 50% PET (Blend 1)
samples
Number of observations: 12
Number of levels: 4
Summary Statistics
Table 11.4: means and standard deviation for the effect of chitosan fixation temperature
on K/S values of 50 % cotton - 50% PET samples
Temperature Count Mean Standard deviation
120 3 90.07 0.84
140 3 95.77 0.49
160 3 97.45 0.18
180 3 98.21 0.11
Polynomial Regression analysis
Dependent variable: K/S
Independent variable: Temperature
Order of polynomial = 2
R-squared = 97.23 percent
The equation of the fitted model is
Y = 7.8 + 1.06 X - 0.003 X 2
(39)
Figure 11.2: Plot of fitted model for the effect of chitosan fixation temperature on K/S values of
50 % cotton - 50% PET samples
Temperature (°C)
% D
ecre
ase in K
/S
Plot of Fitted Model
120 130 140 150 160 170 180
89
91
93
95
97
99
270
One-Way ANOVA analysis
Table 11.5: ANOVA Table for the effect of chitosan fixation temperature on the K/S
values of 50 % cotton - 50% PET samples
Source Sum of Squares Df Mean Square F-Ratio P-Value
Between groups 121.95 3 40.65 163.86
Within groups 1.98 8 0.25
Multiple Range Tests
Table 11.6: LSD differences at 95% confidence level between each set of chitosan fixation
temperature
Contrast Sig. Difference
120 - 140 * -5.7
120 - 160 * -7.38
120 - 180 * -8.14
140 - 160 * -1.68
140 - 180 * -2.44
160 - 180 -0.76
* denotes a statistically significant difference.
11.1.3. The effect of fixation temperature on 65 % cotton - 35% PET (Blend 2)
samples
Number of observations: 12
Number of levels: 4
Summary Statistics
Table 11.7: means and standard deviation for the effect of chitosan fixation temperature
on K/S values of 65 % cotton - 35% PET samples
Temperature Count Mean Standard deviation
120 3 94.64 0.32
140 3 95.94 0.07
160 3 97.02 0.01
180 3 97.54 0.11
Polynomial Regression analysis
Dependent variable: K/S
Independent variable: Temperature
Order of polynomial = 2
R-squared = 98.22 percent
The equation of the fitted model is
Y = 78.24 + 0.19 X - 0.00048 X 2
(40)
271
Figure 11.3: Plot of fitted model for the effect of chitosan fixation temperature on K/S values of
65 % cotton - 35% PET samples
One-Way ANOVA analysis
Table 11.8: ANOVA Table for the effect of chitosan fixation temperature on the K/S
values of 65 % cotton - 35% PET samples
Source Sum of Squares Df Mean Square F-Ratio P-Value
Between groups 14.72 3 4.91 158.83 0
Within groups 0.25 8 0.03
Multiple Range Tests
Table 11.9: LSD differences at 95% confidence level between each set of chitosan fixation
temperature
Contrast Sig. Difference
120 - 140 * -1.29
120 - 160 * -2.37
120 - 180 * -2.88
140 - 160 * -1.08
140 - 180 * -1.59
160 - 180 * -0.51
* denotes a statistically significant difference.
Temperature (°C)
% D
ecre
ase in K
/S
Plot of Fitted Model
120 130 140 150 160 170 180
94
95
96
97
98
272
11.2. Effect of chitosan fixation Time
11.2.1. The effect of fixation time on PET samples
Number of observations: 9
Number of levels: 3
Summary Statistics
Table 11.10: means and standard deviation for the effect of chitosan fixation time on K/S
values of PET samples
Time Count Mean Standard deviation
15 3 93.26 0.73
30 3 98.15 0.06
45 3 98.28 0.01
Polynomial Regression analysis
Dependent variable: K/S
Independent variable: Time
Order of polynomial = 2
R-squared = 97.87 percent
The equation of the fitted model is
Y = 83.61 + 0.8 X -0.01 X 2
(41)
Figure 11.4: Plot of fitted model for the effect of chitosan fixation time on K/S values of PET
samples
Time (minutes)
% D
ecre
ase in K
/S
Plot of Fitted Model
15 20 25 30 35 40 45
92
94
96
98
100
273
One-Way ANOVA analysis
Table 11.11: ANOVA Table for the effect of chitosan fixation time on the K/S values of
PET samples
Source Sum of Squares Df Mean Square F-Ratio P-Value
Between groups 49.1 2 24.55 138.31 0
Within groups 1.06 6 0.18
Multiple Range Tests
Table 11.12: LSD differences at 95% confidence level between each set of chitosan
fixation time
Contrast Sig. Difference
15 - 30 * -4.88
15 - 45 * -5.02
30 - 45 -0.13
* denotes a statistically significant difference.
11.2.2. The effect of fixation time on 50 % cotton - 50% PET (Blend 1) samples
Number of observations: 9
Number of levels: 3
Summary Statistics
Table 11.13: means and standard deviation for the effect of chitosan fixation time on K/S
values of 50 % cotton - 50% PET samples
Time Count Mean Standard deviation
15 3 96.08 0.35
30 3 97.77 0.019
45 3 97.46 0.03
Polynomial Regression
Dependent variable: K/S
Independent variable: Time
Order of polynomial = 2
R-squared = 95.03 percent
The equation of the fitted model is
Y = 92.39 + 0.31 X - 0.0044 X 2
(42)
274
Figure 11.5: Plot of fitted model for the effect of chitosan fixation time on K/S values of 50 %
cotton - 50% PET samples
One-Way ANOVA analysis
Table 11.14: ANOVA Table for the effect of chitosan fixation time on the K/S values of 50
% cotton - 50% PET samples
Source Sum of Squares Df Mean Square F-Ratio P-Value
Between groups 4.87 2 2.44 57.41 0
Within groups 0.25 6 0.04
Multiple Range Tests
Table 11.15: LSD differences at 95% confidence level between each set of chitosan
fixation time
Contrast Sig. Difference
15 - 30 * -1.69
15 - 45 * -1.38
30 - 45 0.31
* denotes a statistically significant difference.
11.2.3. The effect of fixation time on 65 % cotton - 35% PET (Blend 2) samples
Number of observations: 9
Number of levels: 3
Time (Minutes)
% D
ecre
ase in K
/S
Plot of Fitted Model
15 20 25 30 35 40 45
95
95.5
96
96.5
97
97.5
98
275
Summary Statistics
Table 11.16: means and standard deviation for the effect of chitosan fixation time on K/S
values of 65 % cotton - 35% PET samples
Time Count Mean Standard deviation
15 3 95.2 0.33
30 3 96.87 0.16
45 3 96.66 0.21
Polynomial Regression analysis
Dependent variable: K/S
Independent variable: Time
Order of polynomial = 2
R-squared = 93.29 percent
The equation of the fitted model is
Y = 91.63 + 0.3 X - 0.0042 X 2
(43)
Figure 11.6: Plot of fitted model for the effect of chitosan fixation time on K/S values of
65 % cotton - 35% PET samples
One-Way ANOVA analysis
Table 11.17: ANOVA Table for the effect of chitosan fixation time on the K/S values of 65
% cotton - 35% PET samples
Source Sum of Squares Df Mean Square F-Ratio P-Value
Between groups 4.99 2 2.49 41.68 0
Within groups 0.36 6 0.059
Time (minutes)
% D
ecre
ase in K
/S
Plot of Fitted Model
15 20 25 30 35 40 45
94
95
96
97
98
276
Multiple Range Tests
Table 11.18: LSD differences at 95% confidence level between each set of chitosan
fixation time
Contrast Sig. Difference
15 - 30 * -1.68
15 - 45 * -1.46
30 - 45 0.21
* denotes a statistically significant difference.
11.3. Effect of NaOH concentration in the resist printing paste
11.3.1. The effect of NaOH concentration on PET samples
Number of observations: 15
Number of levels: 5
Summary Statistics
Table 11.19: means and standard deviation for the effect of chitosan fixation time on K/S
values of PET samples
NaOH Concentration Count Mean Standard deviation
5 3 95.65 0.13
10 3 97.39 0.1
15 3 98.44 0.12
20 3 98.19 0.09
25 3 98.12 0.17
Polynomial Regression
Dependent variable: K/S
Independent variable: NaOH Concentration
Order of polynomial = 2
R-squared = 96.29 percent
The equation of the fitted model is
Y = 93.37 + 0.54 X - 0.01 X 2
(44)
277
Figure 11.7: Plot of fitted model for the effect of chitosan fixation time on K/S values of PET
samples
One-Way ANOVA analysis
Table 11.20: ANOVA Table for the effect of chitosan fixation time on the K/S values of
PET samples
Source Sum of Squares Df Mean Square F-Ratio P-Value
Between groups 15.53 4 3.88 250.79 0
Within groups 0.16 10 0.016
Multiple Range Tests
Table 11.21: LSD differences at 95% confidence level between each set of NaOH
concentrations
Contrast Sig. Difference
5 - 10 * -1.75
5 - 15 * -2.79
5 - 20 * -2.54
5 - 25 * -2.47
10 - 15 * -1.05
10 - 20 * -0.79
10 - 25 * -0.72
15 - 20 * 0.26
15 - 25 * 0.33
20 - 25 0.07
* denotes a statistically significant difference.
NaOH Concentration (grams)
% D
ecre
ase in K
/S
Plot of Fitted Model
0 5 10 15 20 25
95
96
97
98
99
278
11.3.2. The effect of NaOH concentration on 50 % cotton - 50% PET (Blend 1)
samples
Number of observations: 15
Number of levels: 5
Summary Statistics
Table 11.22: means and standard deviation for the effect of chitosan fixation time on K/S
values of 50 % cotton - 50% PET samples
NaOH Concentration Count Mean Standard deviation
5 3 95.9 0.28
10 3 97.29 0.25
15 3 98.03 0.16
20 3 97.97 0.26
25 3 97.94 0.19
Polynomial Regression analysis
Dependent variable: K/S
Independent variable: NaOH Concentration
Order of polynomial = 2
R-squared = 93.12 percent
The equation of the fitted model is
Y = 94.18 + 0.41 X -0.01 X
2 (45)
Figure 11.8: Plot of fitted model for the effect of chitosan fixation time on K/S values of 50 %
cotton - 50% PET samples
NaOH Concentration (grams)
% D
ecre
ase in K
/S
Plot of Fitted Model
0 5 10 15 20 25
95
96
97
98
99
279
One-Way ANOVA analysis
Table 11.23: ANOVA Table for the effect of chitosan fixation time on the K/S values of 50
% cotton - 50% PET samples
Source Sum of Squares Df Mean Square F-Ratio P-Value
Between groups 9.82 4 2.46 45.15 0
Within groups 0.54 10 0.05
Multiple Range Tests
Table 11.24: LSD differences at 95% confidence level between each set of NaOH
concentrations
Contrast Sig. Difference
5 - 10 * -1.39
5 - 15 * -2.13
5 - 20 * -2.08
5 - 25 * -2.04
10 - 15 * -0.74
10 - 20 * -0.69
10 - 25 * -0.65
15 - 20 0.05
15 - 25 0.09
20 - 25 0.04
* denotes a statistically significant difference.
11.3.3. The effect of NaOH concentration on 65 % cotton - 35% PET (Blend 2)
samples
Number of observations: 15
Number of levels: 5
Summary Statistics
Table 11.25: means and standard deviation for the effect of chitosan fixation time on K/S
values of 65 % cotton - 35% PET samples
NaOH Concentration Count Mean Standard deviation
5 3 95.59 0.19
10 3 96.69 0.27
15 3 97.55 0.27
20 3 97.48 0.16
25 3 97.26 0.18
280
Polynomial Regression analysis
Dependent variable: K/S
Independent variable: NaOH Concentration
Order of polynomial = 2
R-squared = 93.03 percent
The equation of the fitted model is
Y = 93.89 + 0.39 X -0.01 X 2
(46)
Figure 11.9: Plot of fitted model for the effect of chitosan fixation time on K/S values of 65 %
cotton - 35% PET samples
One-Way ANOVA analysis
Table 11.26: ANOVA Table for the effect of chitosan fixation time on the K/S values of 50
% cotton - 50% PET samples
Source Sum of Squares Df Mean Square F-Ratio P-Value
Between groups 7.94 4 1.98 40.74 0
Within groups 0.49 10 0.05
Total (Corr.) 8.42 14
NaOH Concentration (grams)
% D
ecre
ase in K
/S
Plot of Fitted Model
0 5 10 15 20 25
95
95.5
96
96.5
97
97.5
98
281
Multiple Range Tests
Table 11.27: LSD differences at 95% confidence level between each set of NaOH
concentrations
Contrast Sig. Difference
5 - 10 * -1.09
5 - 15 * -1.96
5 - 20 * -1.88
5 - 25 * -1.67
10 - 15 * -0.86
10 - 20 * -0.79
10 - 25 * -0.57
15 - 20 0.08
15 - 25 0.29
20 - 25 0.21
* denotes a statistically significant difference.