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A Comparative Study on the Mechanical Properties of the Different Species of
Bamboo in the Philippines
by
Eizen Gabriel D. CasanovaJoi Z. Gutierrez
Jhane Crystal Raphael K. Macapaz Zoё T. Salinas
A Research Paper submitted to the Mapua Senior High School Department in Partial Fulfilment of the Requirements for
Research Project (RES04)
Mapua University April 2019
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APPROVAL SHEET
This is to certify that we have supervised the preparation of and read the practicum paper prepared by Eizen Gabriel D. Casanova, Joi Z. Gutierrez, Jhane Crystal Raphael Macapaz, Zoë T. Salinas entitled A Comparative Study on the Mechanical Properties of the Different Species of Bamboo in the Philippines and that the said research paper has been submitted for final examination by the Oral Examination Committee.
Engr. Adonis P. Adornado Ms. Nestly C. Angeles, M.Sc.Industry Adviser Academe Adviser
As members of the Oral Examination Committee, we certify that we have examined this research paper, presented before the committee on April 4, 2019, and hereby recommend that it be accepted as fulfilment of the requirement for the Senior High School – STEM.
Engr. Alfred Kenneth Petiza Ms. Liza Coralyn MundoPanel Member Panel Member
Engr. Hazel Jean SorianoCommittee Chair
This research paper is hereby approved and accepted by the Mapúa Senior High School Office as fulfillment of the requirement for the course Practical Research 2 (RES02).
Dr. Lilibeth D. SabinoPrincipal
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ACKNOWLEDGEMENT
We would like to express our deepest appreciation to the Almighty Lord for guiding u
s throughout the entire process of creating this study.
This study would also not have been made possible without the advice and instruction of our
research advisers Dr. Allan Soriano and Engr. Adonis Adornado, our research professor Mrs.
Nestly Anne Cruz-Angeles, and Vergel Rodriguez, the staff of Mapua University’s UTM Ce
nter.
Utmost guidance and support was provided by the team of the Institute of Plant Breed
ing at the University of the Philippines Los Banos, especially Mr. Aldrin John Alvarez, Mr, J
essthony Paderon, Mr. Jhon Cristiam Gamboza, and Dr. Pompe Sta. Cruz.
Our passion and interest in conducting this study was inspired by the wisdom shared t
o us by Dr. Merdelyn Caasi-lit, for whom we will continue to pursue academic research for t
he betterment of mankind throughout our lives.
For this achievement and many more, we continue to give glory and gratitude to the omnipot
ent Father Almighty.
The researchers would like to thank the following:UPLB - College of Agriculture and Food Science- Institute of Plant Breeding Entomology Laboratory
Eizen Gabriel D. Casanova Joi Z. GutierrezJhane Crystal Raphael J. Macapaz Zoë T. Salinas
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TABLE OF CONTENTS
TITLE PAGE i
APPROVAL PAGE ii
ACKNOWLEDGEMENT iii
TABLE OF CONENTS iv
LIST OF TABLES v i
LIST OF FIGURES vi i
ABSTRACT i x
Chapter 1: INTRODUCTION 1
Chapter 2: REVIEW OF LITERATURE 4
Usage of bamboo in the industry 4
Effects of different factors to bamboo’ s mechanical properties 7
Bamboo as an alternative construction material for engineering projects 9
Effects of mechanical processes to the mechanical properties of bamboo 11
Comparative discussion regarding the mechanical properties of bamboo 11
Methods in determining the mechanical properties of bamboo 12
Chapter 3: METHODOLOGY 20Introduction 27Methodology 31
Sample Preparation 31
Testing Apparatuses 33
Determining the Mechanical Properties of Bamboo 33Comparison of Mechanical Properties 35
Statistical Formulas and Computations 36
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Results and Discussion 37
References 76
Chapter 4: CONCLUSION 72
Chapter 5: RECOMMENDATIONS 74
REFERENCES 76
APPENDICES 79
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LIST OF TABLES
Table 1. Performance Comparison 19Table 2. Equipment used in Determining the Mechanical Properties of Bamboo 24(Verma, C. & Chariar, V., 2012)Table 3. Mechanical Properties of Bamboo (Acma, 2017) 25Table 4. Mechanical Properties of Bamboo (Sharma et al., 2015; Yang et al., 252018; Zakikhani et al., 2017)Table 5. Average Values of Mechanical PropertiesTable 6. ANOVA and Tukey Pairwise Comparison test result for Mechanical Properties vs Parts per species 38Table 7. ANOVA and Tukey Pairwise Comparison Test Result for Mechanical 57Properties Vs BambooTable 8. Summary of the Highest Average Values of the Mechanical Properties of 57BambooTable 9. Possible uses of Kiling based on its Mechanical PropertieS 66(Required Mechanical Strength as seen in Gutu, 2013; Wang, J. Zhang, & Z. Zhang, 2017) Table 10. Possible uses of Bayog based on its Mechanical Properties 67(Required Mechanical Strength as seen in Gutu, 2013; Wang, J. Zhang, & Z. Zhang, 2017) Table 11. Possible uses of Kayali based on its Mechanical Properties 68(Required Mechanical Strength as seen in Gutu, 2013; Wang, J. Zhang, & Z. Zhang, 2017) Table 12. Possible uses of Laak based on its Mechanical Property 69(Required Mechanical Strength as seen in Gutu, 2013; Wang, J. Zhang, & Z. Zhang, 2017)
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LIST OF FIGURES
Chapter 2FIGURE 1. Flexural Strength Testing
FIGURE 2. Instron Universal Testing Machine Chapter 3FIGURE 3. FlowchartFIGURE 4. Bamboo Collection and Bamboo SamplesFIGURE 5. Sample of Different Parts of Laak Bamboo Strips FIGURE 6. Three-Point Setup and Universal Testing Machine ModelFIGURE 7. Compression TestsFIGURE 8. Tensile TestsFIGURE 9. Average Compression strength of KilingFIGURE 10. Comparison of The Compression strength Between the Parts of Kiling (1 - Base
2 - Mid, 3 - Top)FIGURE 11. Average Compressive Strength of Kayali (Blue: Bottom, Red: Mid, Green: To
p)FIGURE 12. Comparison of The Compressive Strength Between the Parts of Kayali (1 - Bas
e, 2 - Mid, 3 - Top)FIGURE 13. Average Compressive Strength of Bayog (Blue: Bottom, Red: Mid, Green:Top)FIGURE 14. Comparison of The Compressive Strength Between the Parts of Bayog (1 - Bas
e, 2 - Mid, 3 - Top)FIGURE 15. Average Compressive Strength of Laak (Blue: Bottom, Red: Mid, Green: Top)FIGURE 16. Comparison of the Compressive Strength Between the Parts of Laak (1 - Base,
2 - Mid, 3 - Top)FIGURE 17. Average Flexural Strength of Kiling (Blue: Bottom, Red: Mid, Green: Top) FIGURE 18. Comparison of The Flexural Strength Between the Parts of Kiling (1 - Base, 2 - Mid, 3 - Top)
FIGURE 19. Average Flexural Strength of Kayali (Blue: Bottom, Red: Mid, Green: Top)FIGURE 20. Comparison of The Flexural Strength Between the Parts of Kayali (1 - Base, 2 -
Mid, 3 - Top)FIGURE 21. Average Flexural Strength of Bayog (Blue: Bottom, Red: Mid, Green: Top)FIGURE 22. Comparison of the Flexural Strength Between the Parts of Bayog (1 - Base, 2 -
Mid, 3 - Top)FIGURE 23. Average Flexural Strength of Laak (Blue: Bottom, Red: Mid, Green: Top) FIGURE 24. Comparison of The Flexural Strength Between the Parts of Laak (1 - Base,
2 - Mid, 3 - Top)FIGURE 25. Average Tensile Strength of Kiling (Blue: Bottom, Red: Mid, Green: Top)
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FIGURE 26. Comparison of the Tensile Strength Between the Parts of Kiling (1 - Base, 2 - Mid, 3 - Top)
FIGURE 27. Average Tensile Strength of Kayali (Blue: Bottom, Red: Mid, Green: Top) FIGURE 28. Comparison of the Flexural Strength Between the Parts of Kayali (1 - Base, 2 - Mid, 3 - Top)FIGURE 29. Average Tensile Strength of Bayog (Blue: Bottom, Red: Mid, Green: Top) FIGURE 30. Comparison of the Flexural Strength Between the Parts of Bayog (1 - Base, 2 - Mid, 3 - Top)FIGURE 31. Average Tensile Strength of Laak (Blue: Bottom, Red: Mid, Green: Top) FIGURE 32. Comparison of the Flexural Strength Between the Parts of Laak (1 - Base, 2 - Mid, 3 - Top)FIGURE 33. Average Compressive Strengths of the Bottom Parts (Kiling: Blue, Kayali: Red,
Bayog: Green, Laak: Violet)FIGURE 34. Average Compressive Strengths of the Middle Parts (Kiling: Blue, Kayali: Red,
Bayog: Green, Laak: Violet)FIGURE 35. Average Compressive Strengths of the Top Parts (Kiling: Blue, Kayali: Red, Ba
yog: Green, Laak: Violet)FIGURE 37. Average Flexural Strength of the Bottom Parts
FIGURE 38. Average Flexural Strengths of the Middle Parts (Kiling: Blue, Kayali: Red, Bayog: Green, Laak: Violet
FIGURE 39. Average Flexural Strengths of the Top Parts (Kiling: Blue, Kayali: Red, Bayog: Green, Laak: Violet)FIGURE 40. Comparison of Flexural Strength Between Species (1 - Kiling, 2 - Kayali, 3- Bayog, 4 - Laak)
FIGURE 41. Average Tensile Strengths of the Bottom Parts (Kiling: Blue, Kayali: Red, Bayog: Green, Laak: Violet)
FIGURE 42. Average Tensile Strengths of the Middle Parts (Kiling: Blue, Kayali: Red, Bayog: Green, Laak: Violet)
FIGURE 43. Average Tensile Strengths of the Top Parts (Kiling: Blue, Kayali: Red, Bayog: Green, Laak: Violet)FIGURE 44. Comparison of Tensile Strength Between Species ( 1 - Kiling, 2 - Kayali, 3- Bayog, 4 - Laak )
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Abstract
Bamboo is a useful and widely available natural resource that can be found in most Asian countries, yet it is not commonly used as a structural material despite its strength and durability compared to other materials. Studies was conducted by different researchers to evaluate the mechanical properties of different species of bamboo to determine their potential for practical use, but little to no studies have been made to investigate endemic species of bamboo grown in the Philippines. Because of this, the researchers studied the mechanical properties of various species of bamboo found in the Philippines, namely Gigantochloa atter, Bambusa vulgaris, Bambusa merilliana, and Bambusa philippinensis. Bamboo culms were collected and sampled from the University of the Philippines Los Baños and underwent different simulated tests. Among the mechanical properties, compression, flexural, and tensile strengths of the bamboo were determined by means of UTM to quantify the strength (measured in ASTM standard) of each property that varied among species used.
Keywords: bamboo, endemic, UTM, mechanical property, strength
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Chapter 1
INTRODUCTION
Bamboo- a naturally occurring composite material which is obtainable and is easily
accessible in most Asian countries (Li, 2004). In the study of Wang and Shen (1987), more t
han 1,200 species of bamboo have been identified (as cited in Li, 2004, p. 39). In addition,
Quang Lien and Danh Minh (2011) found that there are 1,250 bamboo species of 75 differen
t genera which are within most of the climatic regions that consist of tropical and subtropica
l temperature. According to Ohrnberger (1999), the various species can be found within diff
erent ecosystems that cover 18 million hectares of the continents of Asia, Africa and Americ
a (as cited in Bawer, 2015). The majority of important bamboo species are found in Asian c
ountries (Quang Lien & Danh Minh, 2011).
From the 62 species of bamboo present in the Philippines, 21 of them are endemic in
the country. Some of these endemic species are Bayog, which makes up 1.5% of the bambo
o in the Philippines, and Laak, which makes up 10%. These two species are on the list of the
Top 12 bamboo species that have the highest potential contribution to the country’s develop
ment (“Department of Science and Technology”, 2011).
Bamboo has been used the longest for constructing works (Latif, 1990). It commonly
is lighter than the other materials and stronger, causing it to be commonly used for the first a
irplane designs. Bamboo has a high silica content, which is used in manufacturing engineeri
ng materials. It has greater tensile strength than steel and even resists compression better tha
n concrete (Sharma et al., 2015). However, it is not commonly used in construction and is co
nsidered mostly as a decorative function. Studies about bamboo utilization in construction ar
e also relatively new and need more attention.
Various related studies by the previous researchers cited in this study conducted a si
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milar process of testing the different factors affecting the mechanical properties of bamboo.
They used different conditions such as varying humidity, microwave drying, processing met
hods, strain rate, and density and heat treatment (Yang & Lee, 2018). The study by Ogunbiy
i et al. (2015) compared bamboo’s tensile strength with steel and concrete. Almost all of the
studies used either processed bamboo or bamboo culm in their studies. Most have used Univ
ersal Testing Machines (UTMs) and UTMs with modified four-point set-ups for the mechan
ical properties testing of the bamboo samples in their respective studies.
Further research is needed to experiment with the data gathered in the studies cited i
n this paper and put into application. Sharma et al. (2015) were able to simulate conditions t
o test the different varieties of the mechanical properties of bamboo. However, they did not i
nclude applying this with tangible prototypes to demonstrate how it can be used in construct
ion. An analysis on how bamboo can be best incorporated with other building materials and
what needs to be done for it to become suitable in engineering projects is needed. A compre
hensive study about bamboo’s chemical components is also needed for a deeper understandi
ng of its composition. Moreover, there are little studies about bamboo conducted in the Phili
ppines and focused on its endemic species. There is a limited number of studies that were ab
le identify what uses bamboo can potentially serve as an alternative material based on its me
chanical properties.
This study was conducted with the focus in the mechanical properties of the d
ifferent species of bamboo Gigantochloa atter (Kayali), Bambusa vulgaris (Kiling), Bambus
a merilliana (Bayog), and Bambusa Philippinensis (Laak), and to identify the uses of these pr
operties. Specifically, it intended to: (a) measure the mechanical properties of the above-ment
ioned species of bamboo, namely tensile strength, compression strength, and flexural strength;
(b) compare these mechanical properties among each species and among their parts; and (c)
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determine to what extent and for what uses these bamboo species’ mechanical properties can
be applied.
This study was done in order to identify the maximum possible usability
of the different species of bamboo so as to further promote the usage of bamboo in the indust
ry; specifically, in construction. Also, as well as highlight the potential of bamboo as an abun
dant and under-used material. This paper may also serve as a future reference for studies rega
rding the use of bamboo as the construction material or to help bamboo-based manufacturers
promote their products. The results may contribute to the future of non-traditional materials i
n construction, especially in rural areas in the Philippines and Asia where bamboo is more ac
cessible and less expensive than traditional building materials, paving a way for more efficie
nt and cost-effective construction projects for countries where bamboo is endemic and abund
ant.
This research was designed to focus only on quantification of the three chose
n mechanical properties of those four chosen species of bamboo. This study did not experim
ent with the mixing of bamboo with other materials nor was it used to reinforce them. The re
searchers did not include the usage of bamboo in building prototypes nor the study using ba
mboo for new innovations or inventions.
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Chapter 2 REVIEW OF LITERATURE
This chapter gives an overview regarding the previous researches on mechanical pro
perties of different species bamboo. This aims to introduce the framework of the research wi
th the use of citations from related studies.
1. Origins and taxonomy of bamboo
Bamboo is a tall, tree-like grass that are commonly grown in tropical countries (Li, 2
004; “Bamboo Groove”, 2007). It is known as “the plant of a thousand uses” (Clark, Londoñ
o & Sanchez, 2015). In terms of classification, bamboo is part of the grass family: Graminea
e or Poacea (Razal, Dolom, Palacpac, Villanueva, Camacho, Alipon, Bantayan, & Malab, 2
012). There are 3 tribes of various species of bamboo: Arundinarieae, Bambuseae, and Olyr
eae which are considerd as temperate, tropical, and herbaceous woody bamboos. Analyses o
f DNA sequence data was used to achieve a better comprehension regarding the
evolutionary relationships between tribes- through different forest types in both temperate a
nd tropical places where bamboo is developed, yet a few bamboo species have adjusted to a
widespace of grasslands or grow in specialized territory. Bamboo consists of different speci
es that can take in different properties: some species grow upright or are vine-like, some are
long or are stout, and some have a hollow space in the middle of the stem.
2. Usage of bamboo in the industry
Bamboo has been recognized by different industries as a very versatile material beca
use of its wide range of capabilities from ornamental to construction uses (Anokye et al., 20
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14). In Southeast Asia, bamboo is used as a food source, as a construction material - for buil
ding roads, renovating damaged schools, houses, and scaffolding, as a fuel source, as well as
for household, farm, fishing tools. Other uses of bamboo include serving as a material for to
ys and ornamental crafts that are of an advantage to the daily lives of people (Liese & Ko hl,
2015; Razal et al., 2012; Li, 2004). Asian countries utilize bamboo as a temporary exterior s
tructural material for building bridges, scaffoldings and housing (Narasimhamurthy, Maya,
Nadanwar, Pandey, 2013). In China, bamboo is used for agroforestry, while Europe and the
United States use bamboo as ornamental plants (Gielis, 2002).
According to Abdullah et al. (2017), bamboo is cultivated because it possesses
good mechanical strength that can be used for structural application. After harvesting, bamb
oo can replenish itself, making it a renewable resource for biomass (Bawer, 2015). Utilizatio
n of its fast recovery and cheapness is a component that benefits the wood and paper industr
y (Gielis, 2002; Anokye et al., 2014). Commonly used by the rural poor population, bamboo
is one of the best options for materials as shelter and food for it costs less than other material
s such as wood (Bawer, 2015).
According to Gielis (2002), the uses of bamboo can be classified into two: as a plant
and as a material. Bamboo as a plant can be utilized for stabilization and conservation of eco
logy, as well as varying and innovating agroforestry. As a material, bamboo can be used in c
onstructing houses as an alternative to wood material, and can consequently benefit the woo
d and paper industries. Bamboo can also serve as a source of food, an ingredient for bioche
mical and pharmaceutical outputs, and as a renewable source of energy.
3. Effects of different factors to bamboo’s mechanical properties
According to Bawer (2015), the more elevated the bamboo species is, the div
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ersity, richness, and evenness increases but the bamboo population decreases. In the experi
ment that Bawer conducted, she proved that the type of habitat has an effect to the biodiver
sity of bamboo. Man-made ecosystems such as farms and residential areas have lower speci
es diversity and have lower possibilities of having indigenous endemic species, unlike natur
al forest ecosystems (Bawer, 2015).
Moisture has a significant role in the bamboo’s mechanical properties (Jakovljević,
Lisjak, Alar, & Penava, 2017). Through experimentation, they concluded that when bamboo
is exposed to wet conditions, “the percentage of moisture change in specimens is less than 0,
73%”, which led to the statement that bamboo does not have any major changes in terms of i
ts weight (Jakovljević et al., 2017). The results also indicated that in 3 weeks of 60% humid
conditions or dry conditions, the specimens had lower mechanical properties; tensile, compr
essive and bending strengths all had a prominent decrease.
However, found in the study of Abdullah et al. (2017) was that increasing
the strength of bamboo’s mechanical properties can be achieved when water content is decr
eased. The mechanical properties of bamboo culm are lesser than other parts of the bamboo
(Abdullah et al., 2012). In contrast, bamboo nodes have higher density and mechanical prop
erties when matured (Gutu, 2013). According to Lakkad and Patel (1980), to maximize the
“tensile and flexural strength and rigidity” of the bamboo in the cellulose fibers, the fibers ar
e arrayed parallel to the length of the bamboo (as cited in Li, 2004).
Characterized by the nodes, the culm has strong oriented axial internodes which hind
er the lateral movement of nutrients or liquids due to the absence of radial elements. The dia
phragm has a solid wall inter-connected to the nodes that it provides (Walter, 2015).
In the study of Abdullah et al. (2014), mechanical properties of bamboo have a highe
r capacity than the soft and rigid woods. Almost all of the studies’ results encourage the bam
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boo utilization as an alternative engineering material for constructions. Though the use of ba
mboo in some countries is still constrained to handicrafts and furniture, it can be proven to b
e suitable for construction through continuous research.
4. Use of bamboo in the Philippines
Bamboo is abundant in most Asian countries including the Philippines. According to
the Department of Science and Technology (2011), 62 species grow within the country but o
nly 21 of these are endemic or native species. According to Caasi-Lit, Mabesa, and Candelar
ia (2010), the most prevalent bamboo species is ‘Kauayang-tinik’ or Bambusa blumeana, w
hile ‘Kauayang-kiling’ or Bambusa vulgaris is the second most prevalent bamboos species.
‘Laak’ or Bambusa philippinensis is a species that can be seen mostly in the Davao province
(Caasi-Lit et al., 2010).
Due to the abundance of bamboo in the Philippines, it became a part of the culture, tr
adition, as well as the ecological system of the country. According to Bawer (2015), bambo
o holds one of the most efficient roles in the Philippines’ ecological, cultural, economic and
social needs. From the ancient times to the present, bamboo has been used as a material to cr
eate houses, mostly in the rural areas, used for cooking, as utensils and food, in fishing, as fi
shpens and boat material, and also farming, as fences (Razal et al., 2012).
In terms of tradition, bamboo is incorporated within the Filipino’s native parlor game
s and folk dances such as pabitin, palosebo and Tinikling. Over-harvesting of bamboo affect
ed its industry by causing major deterioration of soil in river banks according to a study abo
ut bamboo shoot by Caasi-Lit, Mabesa, and Candelaria (2010). Banning of harvesting of Ba
mbusa vulgaris for any kind of use was implemented in Ilocos in the 1990’s (Caasi-Lit et al.,
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2010).
5. Bamboo as an alternative construction material for engineering projects
Bamboo has been used by humans for centuries (Narasimhamurthy et al., 2013; Raza
l et al., 2012). It is mostly used because it is an eco-friendly and cost-efficient resource (Lies
e & Ko hl, 2015; Razal et al., 2012). Due to its many benefits, it is used as an alternative for
metal (Liese & Ko hl, 2015). The wood-like characteristics of bamboo makes it an ideal
alternative to wood, especially with the accelerating depletion of wood supply from the f
orest (Anokye et al., 2014). According to the PCARRD, in the Philippine Furniture and Han
dicraft Sub-clusters Industry Strategic Plan (2005-2020) a recommendation of making the b
amboo processing industry as a alternative industry to a massive part ot the wood industry (a
s cited in Razal et al., 2012).
In the study of Wang, J. Zhang, and Z. Zhang (2017), the strength of wood, bamboo
and steel materials were tested. The hardness of each material was identified through the use
of a universal testing machine (UTM). According to Gutu (2013), Spruce wood, bamboo an
d steel produced a tensile strength of 0.1076 GPa, compression strength 0.0188 GPa, and fle
xural strength 0.0614 GPa. Furthermore, oak and Korean pine has the same result with woo
d, bamboo and steel.
Table 1. Performance Comparison (in Gpa)
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Material Tensile strength(Gpa)
Flexural strength(Gpa)
Compressive strength(Gpa)
Oak 0.15355 0.11003 0.06223Korean Pine 0.0981 0.0653 0.0328
In the book of Sharma et al. (2015), researchers compared bamboo to a construction
material. Comparison between the mechanical properties of scrimber and laminated bambo
o’s to timber and timber-engineered products was conducted. Another study compared bamb
oo’s tensile strength to steel reinforcement bars (Ogunbiyi et al., 2015). Findings from both
researches indicated that bamboo has good mechanical properties which is suitable for build
ing constructions.
However, bamboo did not surpass the category for it to be the main structural material; it ca
n only be used in projects that are not heavy load-bearing.
Sharma et al., (2015) also compared both the scrimber bamboo and laminated bambo
o. The result showed that the two of them were anisotropic in behavior that can be innately s
een in natural bamboo. The same behavior is alike to the behavior of fibre reinforced compo
sites.
In the study of Kumar and Vasugi (2014), the focus was on the feasibility of bamboo
usage as reinforcement medium for concrete beams used for rural constructions. Both treate
d and untreated bamboo that concrete beams that is reinforced were casted together with dif
ferent stirrup mediums. The findings indicated that bamboo reinforced concrete beams can b
e considered because of their durability, cost-effectivity, and sustainability. However, the du
rability of conventional steel reinforced concrete beam is better than bamboo.
6. Effects of mechanical processes to the mechanical properties of bamboo
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Based on the study of Yang and Lee (2018), the effect to the UBSBs (unidirectional
round bamboo stick boards) made from Makino bamboo of density and heat treatment was e
xamined. The results indicated that in thickness direction, the UBSBs with different densitie
s actually had uniform densities. Thus, there was a decrease in moisture content and tensile
property after the heat treatment. The researchers added that the UBSB with optimal density
and heat-treated bamboo sticks has the potential to be used as an eco-friendly and sustainabl
e material in engineering projects.
The importance of bamboo in the industry was highlighted in the book “Sustainable
bamboo development”. Bamboo is suitable for construction as an engineering material beca
use of its fine rigidity. Bamboo is processed to be used as a material for daily commodities o
r handicrafts (Zhu, Z., & Jin, W. 2018). Through the processing of bamboo, it was discovere
d that mechanical properties of the species of bamboo increased in capacity as the moisture
content decreased (Akinlabi et al., 2017). Furthermore, in another study by Sharma et al. (20
15), results indicated that the mechanical processes have no effects to the properties of engin
eered bamboo products.
7. Comparative discussion regarding the mechanical properties of bamboo
Abdullah et al. (2017) used five different bamboo species grown in Indonesia, name
ly Temen, Apus, Kuning, Gombong, and Hitam. The researchers identified the tensile stren
gth, modulus of elasticity, density, and morphology. These mechanical properties were com
pared among these species. Overall, they found Bamboo Temen to have the best mechanica
l performance. In a similar study, Acma (2017) compared seven bamboo species that were
planted in Central Mindanao and subjected them to four-point flexural tests, compression p
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arallel to grain tests, and shear parallel to grain tests. The results produced were varied, sho
wing no particular species to have the most strength in all tests.
Another study by Zakikhan et al. (2017) discussed the comparison of four bamboo s
pecies by evaluating the number of fibre strands in vascular bundles and single fibres. Thes
e were extracted from three portions of each sample and examined. It was found that water
content and water absorption are inversely proportional to the performance of mechanical p
roperties. It was also evident that the bottom portion of each bamboo species tested exhibite
d the highest aspect ratio and tensile properties. The study concluded that the bamboo speci
es should be characterized for it to be utilized effectively before application in composite m
aterials. All three of these studies compared the mechanical properties of different kinds of
bambo, only 1 of which subjected the samples to strength testing.
8. Methods in determining the mechanical properties of bamboo
There are different methods to measure a certain mechanical property of bamboo: c
ompression strength test parallel to the grain to measure the compressive strength, shear str
ength test parallel to grain to measure the shear strength, flexural tests to measure the flexur
al strength strength and the flexural modulus, tensile test to measure the tensile strength and
the flexural test to measure the flexural strength of a bamboo. According to Jamal (2017), a
universal testing machine (UTM), which can be seen in Fig. 2, is used to know the measure
the tensile, shear, compression , and flexural strengths of the bamboo.
The compressive and the tensile strength of a bamboo are regarded as the longitudin
al direction that is parallel to the direction of the bamboo fibres (Fabiani, 2015). According
to Acma (2017), the use of compression supplemental tool of the universal testing machine
(UTM) with the stipulation of ISO/TC 165 /N314 will be able to test the bamboo’s compres
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sive strength. Before testing, the specimens were all soaked in fresh water to avoid crackin
g before the actual test. Specimens were reduced of their nodes and their lengths were meas
ured the same from their outer diameters (Acma, 2017; Fabiani, 2015), but the measuremen
t was doubled for those of the outer diameter of specimens that measured 20 mm or less for
their outer diameter (Acma, 2017). To measure the compressive strength of bamboo, divide
it by the average area of the bamboo culm that is able to resist the load. This must be done
when the bamboo begins to break into small pieces (Acma, 2017). In reference to Acma (2
017), the compression test parallel to grain was done thrice and the average of the three dat
a that were accumulated from the top, middle and bottom part of the bamboo became the av
erage compression strength, whereas Fabiani (2015) had 12 compression tests for each spec
ies.
The bamboo’s bending strength is considered as one of the needed mechanical prope
rty, for a bamboo has a high possibility of having a factor that may cause it to bend (Anokye
et al., 2016). Placing four wood saddles at the supports and two load- points before the speci
mens were tested was a method to avoid the crushing of the bamboo before the test was con
ducted (Anokye et al., 2016). Thus, it was further explained that the specimens were then tes
ted by a four-point bending. Anokye et al. (2016), added that improvement unto the strength
of the cross-section was done by the hose clamps located at the support and at load-points.
Acma (2017) stated that modified four-point setup should be used to achieve the flex
ural strength of bamboo, as shown in Figure 1. A crack should be heard during the loading d
ue to either breakage of the bamboo in the bottom or ultimate bending in the location of atta
chment of the central fourpoint load. Furthermore, to achieve breaking in bending “the free s
pan was at least 30 x D, in which D is the outside diameter” (Acma, 2017).
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Figure 1. Flexural Strength Test
Figure 2. Instron Universal Testing Machine
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Table 2. Equipment used in determining the Mechanical Properties of Bamboo (Verma, C. & Chariar, V., 2012)
Mechanical Properties
Standard Used
Dimension of specimens(Overall
length x gage length x width
x thickness) (mmxmm)
Machine used and capacity
Cross head speed(mm/min
)
Tensile ASTM standard D3039
200 x100 x 15x
1.5
Instron UTM(5T) 2
Compressive ASTM standard D3410
120 x 6 x 16 x 1
Instron UTM(10T) 2
Flexural ASTM standard D7264 200 x 16 x 2 Instron
UTM(5T) 2
Table 3. Mechanical Properties of Bamboo (Acma, 2017)
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Table 4. Mechanical Properties of Bamboo (Sharma et al., 2015; Yang et al., 2018; Zakikhani et al., 2017)
Among the results of the studies, many have suggested that bamboo is suitable t
o be used in engineering products and is not limited to a decorative function. However, it curr
ently cannot be used for projects that are heavy-load bearing. Further studies need to be cond
ucted to determine the ways in which bamboo can be used as a constructive material. Many o
f the studies were able to quantify the mechanical properties of bamboo, yet few have used th
e results to experiment their application in prototypes and projects. Additionally, there is a li
mited number of studies that experimented with different methods that can be used for the de
velopment and bettterment of the bamboo’s mechanical properties. Most of the studies focus
ed on testing the bamboo to determine their mechanical properties. Some researchers have do
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ne this among several species and compared the mechanical properties among them. Other sp
ecies of bamboo have not been studied. A large meta-analysis is also needed in order to put al
l of the data gathered across various studies into practical use.
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Chapter 3
A Comparative Study on the Mechanical Properties of the Different Species of Bamboo
Abstract
Bamboo is a useful and widely available natural resource that can be found in most Asian countries, yet it is not commonly used as a structural material despite its strength and durability compared to other materials such as concrete and steel . Conduction of different studies took place to evaluate the mechanical properties of different bamboo species to determine their potential for practical use, but little to no studies have been made to investigate endemic bamboo species grown in the Philippines. Because of this, the researchers studied the mechanical properties of various kinds of bamboo found in the Philippines, namely Gigantochloa atter, Bambusa vulgaris, Bambusa merilliana, and Bambusa philippinensis. Bamboo culms were collected and sampled from the University of the Philippines Los Baños and underwent different simulated tests. Among the mechanical properties, compression, flexural, and tensile strengths of the bamboo were determined by means of UTM to quantify the strength (measured in ASTM standard) of each property that varied among species used.
Keywords: bamboo, endemic, UTM, mechanical property, strength
1. Introduction
Bamboo- a naturally occurring composite material which is obtainable and is easily
accessible in most Asian countries (Li, 2004). In the study of Wang and Shen (1987), more t
han 1,200 species of bamboo have been identified (as cited in Li, 2004, p. 39). In addition,
Quang Lien and Danh Minh (2011) found that there are 1,250 bamboo species of 75 differen
t genera which are within most of the climatic regions that consist of tropical and subtropica
l temperature. According to Ohrnberger (1999), the various species can be found within diff
erent ecosystems that cover 18 million hectares of the continents of Asia, Africa and Americ
a (as cited in Bawer, 2015). The majority of important bamboo species are found in Asian c
ountries (Quang Lien & Danh Minh, 2011).
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From the 62 species of bamboo present in the Philippines, 21 of them are endemic in
the country. Some of these endemic species are Bayog, which makes up 1.5% of the bambo
o in the Philippines, and Laak, which makes up 10%. These two species are on the list of the
Top 12 bamboo species that have the highest potential contribution to the country’s develop
ment (“Department of Science and Technology”, 2011).
Bamboo has been used the longest for constructing works (Latif, 1990). It commonly
is lighter than the other materials and stronger, causing it to be commonly used for the first a
irplane designs. Bamboo has a high silica content, which is used in manufacturing engineeri
ng materials. It has greater tensile strength than steel and even
resists compression better than concrete (Sharma et al., 2015). However, it is not commonly
used in construction and is considered mostly as a decorative function. Studies about bambo
o utilization in construction are also relatively new and need more attention.
Various related studies by the previous researchers cited in this study conducted a si
milar process of testing the different factors affecting the mechanical properties of bamboo.
They used different conditions such as varying humidity, microwave drying, processing met
hods, strain rate, and density and heat treatment (Yang & Lee, 2018). The study by Ogunbiy
i et al. (2015) compared bamboo’s tensile strength with steel and concrete. Almost all of the
studies used either processed bamboo or bamboo culm in their studies. Most have used Univ
ersal Testing Machines (UTMs) and UTMs with modified four-point set-ups for the mechan
ical properties testing of the bamboo samples in their respective studies.
Further research is needed to experiment with the data gathered in the studies cited i
n this paper and put into application. Sharma et al. (2015) were able to simulate conditions t
o test the different varieties of the mechanical properties of bamboo. However, they did not i
nclude applying this with tangible prototypes to demonstrate how it can be used in construct
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ion. An analysis on how bamboo can be best incorporated with other building materials and
what needs to be done for it to become suitable in engineering projects is needed. A compre
hensive study about bamboo’s chemical components is also needed for a deeper understandi
ng of its composition. Moreover, there are little studies about bamboo conducted in the Phili
ppines and focused on its endemic species. There is a limited number of studies that were ab
le identify what uses bamboo can potentially serve as an alternative material based on its me
chanical properties.
This study was conducted with the focus in the mechanical properties of the d
ifferent species of bamboo Gigantochloa atter (Kayali), Bambusa vulgaris (Kiling), Bambus
a merilliana (Bayog), and Bambusa Philippinensis (Laak), and to identify the uses of these propert
ies. Specifically, it intended to: (a) measure the mechanical properties of the above-mentioned species
of bamboo, namely tensile strength, compression strength, and flexural strength; (b) compare these m
echanical properties among each species and among their parts; and (c) determine to what extent and
for what uses these bamboo species’ mechanical properties can be applied.
This study was done in order to identify the maximum possible usability
of the different species of bamboo so as to further promote the usage of bamboo in the indust
ry; specifically, in construction. Also, as well as highlight the potential of bamboo as an abun
dant and under-used material. This paper may also serve as a future reference for studies rega
rding the use of bamboo as the construction material or to help bamboo-based manufacturers
promote their products. The results may contribute to the future of non-traditional materials i
n construction, especially in rural areas in the Philippines and Asia where bamboo is more ac
cessible and less expensive than traditional building materials, paving a way for more efficie
nt and cost-effective construction projects for countries where bamboo is endemic and abund
ant.
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2. Methodology
Figure 3. Flowchart
This research was designed to focus only on quantification of the three chose
n mechanical properties of those four chosen species of bamboo. This study did not experim
ent with the mixing of bamboo with other materials nor was it used to reinforce them. The re
searchers did not include the usage of bamboo in building prototypes nor the study using ba
mboo for new innovations or inventions.
Bamboo was selected according to age (3-5 years old) and variety of the four chosen
species. To test the mechanical properties, the researchers used a Universal Testing Machine.
The data was then compared between parts, between species, and with other materials.
2.1. Sample Preparation
Bamboo specimens were selected from a common environment - all were planted and
grown in the plant nursery of the Institute of Plant Breeding of the University of the Philippin
es Los Baños - according to their age (3-5 yefars as of February 2019) and variety (Gigantoc
hloa atter, Bambusa vulgaris, Bambusa merilliana, and Bambusa philippinensis). Five (5) dif
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ferent plants per species were collected - with the exception of Bambusa merilliana due to th
e unavailability of specimens - wherein the specimens were separated into ten (10) parts each
for the bottom, middle and top of the plant. These bamboo species were used for the compre
ssion strength test.
Figure 4. Bamboo collection and bamboo samples: (a) cutting of bamboo species at the bottom part; (b) the top, middle, and botto
m parts of the three (3) samples of the species Bayog.
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For the tensile and flexural strength tests, two (2) of each part of each species were cut
into 2-inch wide strips as shown in Fig. 5. The samples were transferred to the experimental l
aboratory at Mapúa University without direct contact with sunlight to avoid cracking. Tests
were conducted within fourteen (14) days to preserve the samples and assure accuracy of the
tests. Each sample was measured for length, width, and thickness and recorded before underg
oing the tests. During experimentation, each test of the individual samples was repeated for t
hree (3) trials.
Figure 5. Sample of different parts of Laak Bamboo strip
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ba
2.2. Testing Apparatuses
Figure 6. (a) Three-point setup of bamboo strips; (b) Universal Testing Machine Model UH-1000kNR
The samples were measured using a caliper for accurate measurements. The
Compression, Tensile and Flexural strength tests were conducted using a SHIMADZU UH-1
000kNIR Universal Testing Machine (UTM) as shown in Fig. 6. For tensile and flexural stre
ngth testing, the same machine was used. However, it was modified to a three-point set-up as
shown in Fig. 6 to fit the testing procedure.
2.3. Determining the Mechanical Properties of Bamboo
Testing the mechanical properties of the samples was carried out using the methods d
escribed by Acma (2017) and Ogunbiyi (2015) with slight modifications. The following are t
he different methods on accumulating the value of each of the mechanical properties:
2.3.1 Compression Testing
Compression strength test on bamboo was conducted using the UTM’s compression
accessory as can be seen in Fig. 7. Compression strength is the ability of a material to resist
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breaking while in compression. The compression load was then applied gradually until defor
mation on the contact surface was seen, or until failure occurred.
Figure 7. Compression Testing
2.3.2 Flexural Strength Testing
Flexural strength tests were conducted with the use of UTM modified to have a three-
point point load set-up. It is the ability of a material to resist breakage under bending. Bambo
o strips of the specimen had no apparent defect. The set-up can be seen in Fig. 6.
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2.3.3 Tensile Strength Testing
In determining the tensile strength of the bamboo specimen, the Universal Testing Mach
ine (UTM) was also used. Tensile strength is the measure of the force required to break a mat
erial and the extent of when the material is elongated before the breaking occurred. Elongatio
n and tensile modulus were also determined by the use of extensometer. The bamboo specim
en was placed in the holding grips of the universal testing machine at grip points and it was
pulled until occurence of failure can be seen (see Fig. 8).
Figure 8. Tensile Testing
2.4. Comparison of Mechanical Properties
The three trials of each test were averaged after experimentation. After conducting th
e tests and data collection, the values for each mechanical property of all three parts of the fo
ur bamboo species were listed and compared, both among parts and among species. Through
the data gathered, mechanical properties’ values served as the reference for the determining
of the bamboo species’ capacity and limitations upon comparison with the mechanical proper
ties of traditional construction materials, namely steel and concrete.
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2.5. Statistical Formulas and Computations
Mean
x = ( Σ xi ) / n (3-1)
The mean formula was used to know the average values of the mechani
cal
properties between the three trials that was conducted in each part per bamboo species.
Area 𝜋𝑟2 (3-2)
This formula was used to determine the area of the bamboo samples. It was
used in determining the compressive strength of the different bamboo species.
For cross-sectional areas, the following procedures was automatically computed by th
e Universal Testing Machine software, however, the formulas that were used are the followin
g:
Flexural Strength
σ = 3FL / 2wd2 (3-3)
This was the used formula to determine the flexural bamboo strength. F is the
applied maximum force, L is the length of bamboo strip, w is the length of the sample
and d is its depth. By multiplying the maximum force to 3 together with the length an
d dividing it by the product of the width and depth multiplied to itself twice, the flexu
ral strength value was identified.
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Compressive Strength
F= P/A (3-4)
This formula was used to determine the compressive strength of the samples where P
is the maximum load applied and A is the cross-sectional area of the specimen. By dividing
these two values, F was determined in which it is the compressive strength of the bamboo.
Tensile Strength Formula S = F/A (3-5)
The tensile strength was determined using this formula. F is the force that caused failur
e and A is the cross-sectional area of the samples. Dividing these two values will result to the
value of tensile strength.
For Statistical analysis, the statistical treatment used was ANOVA - the analysis of V
ariance. ‘Minitab’ was the application used to treat the data. The significant differences betw
een the parts of each bamboo species was determined
3. Results and Discussion
After sampling, the specimens were tested within 14 days. The raw data from
the UTM was converted into graphs by (a) average strengths per test (see section 3.2), and
(b) average strengths per species (see section 3.3). The results were also organized by averagi
ng the ultimate stress and breaking stress of the three (3) trials per each part of each species.
This was repeated for every test (see section 3.1). The average ultimate stress values were co
mpared among the parts and the highest were selected (see table 6). The parts with the highes
t US values were compared with the US values of steel and timber as seen in the results of th
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e related studies.
3.1. Summary of the mechanical properties of the bamboo species
Table 5. Average Values of Mechanical Properties
Note: *U.S. = Ultimate Stress, *B.S. = Breaking StressNote: the highlighted values indicate the highest U.S. per test conducted
Table 5 shows the summary of the mechanical properties - tensile, flexural, and comp
ressive strengths - arranged according to species. The three (3) trials of each part of each spec
ies were computed in GPa (kN/mm2) and averaged. Both the ultimate and breaking stresses a
re summarized in Table 6. For the Kiling samples, the base has the highest U.S. for the tensil
e and flexural strength tests. However, the top portion of the Kiling samples has the highest a
verage U.S. for the compression test. For the Kayali samples, the base has the highest U.S. fo
r the tensile test. For the flexural strength test, the middle and bottom portions showed an equ
al average value of 0.0614 GPa. The middle portions also showed the highest U.S. value for t
28
Bamboo Species Parts
Mechanical Properties
Tensile Strength Flexural Strength Compression Strength
*U.S. (GPa)
*B.S. (GPa)
*U.S. (GPa)
*B.S. (GPa)
*U.S. (GPa)
*B.S. (GPa)
KilingBase 0.1149 0.1149 0.1147 -.- 0.0276 0.0139Mid 0.0880 0.0878 0.1147 -.- 0.0349 0.0094Top 0.0322 0.0300 0.0685 -.- 0.0540 -.-
KayaliBase 0.1076 0.1076 0.0614 -.- 0.0157 -.-Mid 0.1045 0.1045 0.0614 -.- 0.0205 0.0211Top 0.0221 -.- 0.0583 -.- 0.0102 -.-
BayogBase 0.2317 0.1703 0.0754 -.- 0.0233 0.0087Mid 0.3397 0.3292 0.0579 -.- 0.0371 0.0197Top 0.0167 -.- 0.0849 -.- 0.0041 -.-
LaakBase 0.1148 0.1120 0.1040 -.- 0.0329 0.0141Mid 0.0900 0.0900 0.0878 -.- 0.0407 -.-
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he compression test. Among the Bayog, the middle portion had the highest U.S. values for bo
th the tensile and compressive strength tests, with a great difference between the base and top
portions. For the Laak samples, the base had the highest U.S. value for all the tests, with the e
xception of the compression test, wherein the middle portion had the highest average U.S.
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3.2. Average values of mechanical properties per test
Table 6. ANOVA and Tukey Pairwise Comparison test result for Mechanical Properties vs Parts per species
Bamboo Species PartCompression Strength Flexural Strength Tensile Strength
Mean P-Value Mean P-Value Mean P-Value
Kiling
Base
0.02759 C0.000 0.11473 A 0.028 0.11493 A 0.090
Mid 0.07924 B 0.10871 A B 0.0880 ATop 0.09271 A 0.0685 B 0.032187 A
Kayali
Base
0.01568 A0.215 0.06138 A 0.937 0.10761 A 0.013
Mid 0.02053 A 0.06141 A 0.1045 ATop 0.010233 A 0.05826 A 0.02206 B
Bayog
Base
0.02328 A B0.006 0.0754 A 0.476 0.2317 A B 0.029
Mid 0.03711 A 0.0579 A 0.3397 ATop 0.00414 B 0.0849 A 0.01670 B
Laak
Base
0.03290 A0.001
0.1040 A0.584
0.1148 A0.069
Mid 0.04071 A 0.08777 A 0.0900 ATop 0.00592 B 0.0943 A 0.0357 A
*Note: P-Value lower than 0.05 means that there is significant difference.*Note: If mean is higher, then higher mechanical strength.
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3.2.1. Compressive Strength Test Results
Figure 9. Average Compressive Strength of Kiling
(Blue: Bottom, Red: Mid, Green: Top)
Figure 10. ComparisoFigure 10. Comparison of the compressive strength between the parts of Kiling
(1 - Base, 2 - Mid, 3 - Top)
Fig. 9 shows the average compressive strength among each of the three (3) trials per
31
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Part
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ressi
on St
reng
th
Interval Plot of Compression Strength vs Part95% CI for the Mean
The pooled standard deviation was used to calculate the intervals.
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part of the bamboo species Kiling. It is apparent from Fig. 10 that the top parts of each of the
three samples, on average, showed the highest compressive strength against the UTM, follow
ed by the average strengths of the three (3) trials for the middle parts, while the average for th
e three (3) trials for the bottom part of the samples showed the least compressive strength.
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Figure 11. Average Compressive Strength of Kayali (Blue: Bottom, Red: Mid, Green: Top)
Figure 12. ComparisonFigure 12. Comparison of the compressive strength between the parts of Kayali
(1- Base, 2 - Mid, 3 - Top)
For the compressive strengths of Kayali, Fig. 11 demonstrates that the average
of the tops showed the least amount of compressive strength. This is followed by the averag
33
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0.025
0.020
0.015
0.010
0.005
0.000
Part
Com
pres
sion
Stre
ngth
Interval Plot of Compression Strength vs Part95% CI for the Mean
The pooled standard deviation was used to calculate the intervals.
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e of the middle portions of the three (3) samples of Kayali, then the bottom parts showed the
greatest compressive strength as shown in the comparison in Fig. 12.
Figure 13. Average Compressive Strength of Bayog(Blue: Bottom, Red: Mid, Green: Top)
Figure 14. Comparison of the compressive strength between the parts of Bayog
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Part
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ressio
n Stre
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Interval Plot of Compression Strength vs Part95% CI for the Mean
The pooled standard deviation was used to calculate the intervals.
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(1 - Base, 2 - Mid, 3 - Top)In Fig. 13, the average compressive strengths for the three (3) Bayog samples ar
e shown. Although it is not completely visible in the graph, the highest strength, on average,
by the top portions is 0.0371 GPa (See Table 6). In contrast, the middle portions, on average,
show a far greater compressive strength, followed by the bottom portions of the samples (see
Fig. 14).
Figure 15. Average Compressive Strength of Laak(Blue: Bottom, Red: Mid, Green: Top)
Figure 16. Comparison of the com
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Part
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Interval Plot of Compression Strength vs Part95% CI for the Mean
The pooled standard deviation was used to calculate the intervals.
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pressive strength between the parts of Laak
(1 - Base, 2 - Mid, 3 - Top)
The average compressive strengths for the Laak samples are shown in Fig. 15. The gr
aph for the average of the top portions makes it apparent that the samples were not able to sus
tain the force of the compression test. However, the machine showed that the maximum stren
gth by the top portion samples was 0.0059 GPa. The graph also shows a great difference bet
ween the compressive strengths of the top portions and the middle and bottom portions. On a
verage, as seen in Fig. 16, the middle portions of the Laak samples demonstrated the greatest
average compressive strength.
3.2.2. Flexural strength test results
Figure 17. Average Flexural Strength of Kiling(Blue: Bottom, Red: Mid, Green: Top)
.
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321
0.150
0.125
0.100
0.075
0.050
Part
Flexu
ral S
treng
th
Interval Plot of Flexural Strength vs Part95% CI for the Mean
The pooled standard deviation was used to calculate the intervals.
Figure 18. Comparison of the Flexural strength between the parts of Kiling
(1 - Base, 2 - Mid, 3 - Top)
For the flexural strength test, Fig. 17 presented the average strength of each part by th
e representation of the graph. The bottom portion had the highest average among the three (3)
parts, the second is the top part, and the last with the lowest average is the middle part, as can
be seen in Fig. 18.
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Figure 19. Average Flexural Strength of Kayali(Blue: Bottom, Red: Mid, Green: Top)
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0.07
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0.05
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Part
Flexu
ral S
treng
th
Interval Plot of Flexural Strength vs Part95% CI for the Mean
The pooled standard deviation was used to calculate the intervals.
Figure 20. Comparison of the Flexural strength between the parts of Kayali
(1 - Base, 2 - Mid, 3 - Top)
Fig. 19. represents the average flexural strength results of the Kayali samples. The bot
tom part reached the highest average of all the part, followed by the middle part with not muc
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h of a difference, with the top part having the lowest average flexural strength (see Fig. 20).
Figure 21. Average Flexural Strength of Bayog
(Blue: Bottom, Red: Mid, Green: Top)
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0.10
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0.06
0.04
0.02
Part
Flexu
ral S
treng
th
Interval Plot of Flexural Strength vs Part95% CI for the Mean
The pooled standard deviation was used to calculate the intervals.
Figure 22. Comparison of the Flexural strength between the parts of Bayog (1 - Base, 2 - Mid, 3 - Top)
Fig. 21 reveals the average flexural strength of Bayog. The results showed that top pa
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rt has the highest value, the second with the higher flexural strength is the bottom part and to
p part has the least force as shown in Figure 22.
Figure 23. Average Flexural Strength of Laak
(Blue: Bottom, Red: Mid, Green: Top)
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0.08
0.07
0.06
Part
Flexu
ral S
treng
th
Interval Plot of Flexural Strength vs Part95% CI for the Mean
The pooled standard deviation was used to calculate the intervals.
Figure 24. Comparison of the Flexural strength between the parts of Laak (1 - Base, 2 - Mid, 3 - Top)
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Fig. 23. presents the average flexural strength of Laak. It shows the different level of f
orces that is displayed in the graph, the bottom part had the highest flexural strength while th
e top part had the second highest flexural strength and the middle part has a poor flexural stre
ngth.
3.2.3. Tensile strength test results
3.50
3.00
2.50
2.00
1.50
1.00
0.50
0.00 0.00 1.00 2.00 3.00 4.00 5.00 6.00 7.00 8.00
Stroke (mm)
Figure 25. Average Tensile Strength of Kiling (Blue: Bottom, Red: Mid, Green: Top)
41
Forc
e (k
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321
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0.00
-0.05
Part
Tens
ile S
treng
th
Interval Plot of Tensile Strength vs Part95% CI for the Mean
The pooled standard deviation was used to calculate the intervals.
Figure 26. Comparison of the Tensile strength between the parts of Kiling(1 - Base, 2 - Mid, 3 - Top)
The average tensile strength of Kiling can be seen in Fig 25, which shows that the str
ip from the bottom part of Kiling has the highest tensile strength followed by the strip from t
he middle part and the bamboo strip from the top part of the plant. From the data gathered,
the breaking point and the maximum stress point of all three parts and from all trials has no
failing part.
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Figure 27. Average Tensile Strength of Kayali
(Blue: Bottom, Red: Mid, Green: Top)
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Part
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ile S
treng
th
Interval Plot of Tensile Strength vs Part95% CI for the Mean
The pooled standard deviation was used to calculate the intervals.
Figure 28. Comparison of the Flexural strength between the parts of Kayali
(1 - Base, 2 - Mid, 3 - Top)
As shown in the Fig. 27, the bamboo strips from the bottom part of the sample still ha
ve the highest tensile strength, the second being the middle, and the top having the lowest ten
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sile strength. Thus, the fracture point of the strip from the bottom part was recorded (see Fig.
28).
Figure 29. Average Tensile Strength of Bayog(
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0.0
-0.1
-0.2
Part
Tens
ile S
treng
th
Interval Plot of Tensile Strength vs Part95% CI for the Mean
The pooled standard deviation was used to calculate the intervals.
Blue: Bottom, Red: Mid, Green: Top)
Figure 30. Comparison of the Flexural strength between the parts of Bayog(1 - Base, 2 - Mid, 3 - Top)
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In Fig. 29., it can be seen that the bamboo strip from the middle part of the bamboo h
as the highest tensile strength. The bamboo strip with the second highest tensile strength is th
e bamboo strip from the bottom part followed by the bamboo strip from the top part which ha
s the lowest tensile strength as shown in Fig. 30.
Figure 31. Average Tensile Strength of Laak(Blue: Bottom, Red: Mid, Green: Top)
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321
0.175
0.150
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0.075
0.050
0.025
0.000
Part
Tens
ile St
rengt
h
Interval Plot of Tensile Strength vs Part95% CI for the Mean
The pooled standard deviation was used to calculate the intervals.
Figure 32. Comparison of the Flexural strength between the parts of La
ak (1 - Base, 2 - Mid, 3 - Top)
For the tensile strength test of Laak, as shown in Fig. 32, the bamboo strip fro
m the bottom part has the highest tensile strength followed by the bamboo strip from the mid
dle part. The bamboo strip from the top part has the lowest tensile strength, thus, the elastic r
egion of the bamboo strip from the top part was higher than the elastic region of the middle p
art as shown in the Fig. 31. However, the top part reached its ultimate stress point faster than
the bamboo strip from the top part of bamboo.
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3.3. Comparisons of the mechanical properties between species
3.3.1. Average compressive strength of the bamboo species
Figure 33. Average Compressive Strengths of the Bottom Parts(Kiling: Blue, Kayali: Red, Bayog: Green, Laak: Violet)
As demonstrated in Fig. 21, Kiling has the highest average compressive strength. Laa
k has the lowest compressive strength among the species. Furthermore, Kayali is relatively cl
ose to the value obtained for Laak. The bamboo species Kiling lasted longer than the other th
ree (3) bamboo species before it reached its breaking point.
47
Table 7. ANOVA and Tukey Pairwise Comparison test result for Mechanical Properties vs Bamboo Species
Bamboo Species
Compression Strength Flexural Strength Tensile StrengthMean P-Value Mean P-Value Mean P-Value
1 Kiling 0.0665 A
0.000
0.09732 A
0.002
0.0784 A
0.0292 Kayali 0.01548 B 0.06035 B 0.0781 A3 Bayog 0.021651 B 0.07274 A B 0.1960 A4 Laak 0.02651 B 0.09549 A 0.0802 A
*Note: P-Value lower than 0.05 means that there is significant difference.*Note: If mean is higher, then higher mechanical strength.
*Note: A means that it has the highest value, B has the second highest value, and C, lowest value.
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Figure 34. Average Compressive Strengths of the Middle Parts(Kiling: Blue, Kayali: Red, Bayog: Green, Laak: Violet)
According to Fig. 34, for the middle portions of the samples, Kiling has the greatest c
ompressive strength, followed with a large difference by Bayog. Kayali has the third greatest
compressive strength and is closely succeeded by Laak.
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Figure 35. Average Compressive Strengths of the Top Parts(Kiling: Blue, Kayali: Red, Bayog: Green, Laak: Violet)
Fig. 35 compares the top portions of the bamboo species in terms of their compressiv
e strength. Kiling has by far the greatest compressive strength. The other three (3) species’ co
mpressive strengths are significantly weaker than that of Kiling’s. The closest is Kayali, follo
wed by Laak. Bayog displays the lowest compressive strength among all the species tested.
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Figure 36. Comparison of Compression Strength between Species (1 - Kiling, 2 - Kayali, 3 - Bayog, 4 - Laak)
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3.3.2. Average flexural strengths of the bamboo species
Figure 37. Average Flexural Strengths of the Bottom Parts(Kiling: Blue, Kayali: Red, Bayog: Green, Laak: Violet)
It is shown in Fig.37 that the bottom portions of the Kiling samples have a much great
er flexural strength than that of the other species. Second to this is Bayog. The flexural streng
ths of Laak and Kayali have little difference, with Laak having a greater flexural strength tha
n Kayali.
Figure 38. Average Flexural Strengths of the Middle Parts
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(Kiling: Blue, Kayali: Red, Bayog: Green, Laak: Violet)
For the middle portions, it can be seen in Fig. 38 that Bayog has the highest flexural
strength, followed by Laak, Kayali, and Kiling. The flexural strength of Bayog is significant
ly greater than the rest, which have relatively close values to one another
- Laak having the highest among them, followed by Kayali and then Kiling.
Figure 39. Average Flexural Strengths of the Top Parts(Kiling: Blue, Kayali: Red, Bayog: Green, Laak: Violet)
The top portions of Kiling have a much greater average flexural strength compared to
those of Laak, Kayali, and Bayog as seen in Fig.39. Laak, which has a significantly weaker fl
exural strength, follows Kiling. The strength of this is relatively closely followed by that of K
ayali. However, the top portions of Bayog show a much weaker flexural strength.
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0.08
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0.06
0.05
0.04
Bamboo Species
Flexu
ral St
rengt
h
Interval Plot of Flexural Strength vs Bamboo Species95% CI for the Mean
The pooled standard deviation was used to calculate the intervals.
Figure 40. Comparison of Flexural strength between species
(1 - Kiling, 2 - Kayali, 3 - Bayog, 4 - Laak)
3.2.1. Average tensile strengths of the bamboo species
Figure 41. Average Tensile Strengths of the Bottom Parts(Kiling: Blue, Kayali: Red, Bayog: Green, Laak: Violet)
A pattern of the average tensile strengths of bottom portions of the bamboo species te
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sted is visible in Fig. 41, except for Bayog, which has a much weaker tensile strength compar
ed to the other species. This is less than that of Laak, Kayali, and Kiling, with Kiling showin
g the highest tensile strength among the bottom portions of each species.
Figure 42. Average Tensile Strengths of the Middle Parts
(Kiling: Blue, Kayali: Red, Bayog: Green, Laak: Violet)
Fig. 42 shows the average tensile strengths of the middle portions computed from each
of the species. The similarity of the graphs demonstrates the similarity of the samples’ perfor
mances during the tensile strength test, with small differences in their acquired tensile strength
s - the greatest among which is Kiling, closely followed by that of Kayali, Bayog, and lastly,
Laak.
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Figure 43. Average Tensile Strengths of the Top Parts(Kiling: Blue, Kayali: Red, Bayog: Green, Laak: Violet)
The average tensile strengths for the top portions can be seen in Fig.43. Kayali has th
e greatest strength and is preceded by Kiling and Laak. In contrast, the top portions of Bayog,
on average, show very weak tensile strengths compared to those of the other species.
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4321
0.25
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0.00
Bamboo Species
Tens
ile S
treng
th
Interval Plot of Tensile Strength vs Bamboo Species95% CI for the Mean
The pooled standard deviation was used to calculate the intervals.
Figure 44. Comparison of Tensile strength between species
(1 - Kiling, 2 - Kayali, 3 - Bayog, 4 - Laak)
3.4. Comparison of the mechanicalproperties of bamboo with other materials
Table 8. Summary of the Highest Average Values of the Mechanical Properties of Bamboo
Bamboo Species Tensile Strength Flexural Strength CompressionKiling 2 (b) 1 (b) 1(t)Kayali 4 (b) 4 (b&m) 4 (m)Bayog 1 (m) 3 (t) 3 (m)Laak 3 (b) 2 (b) 2 (m)
Note: b = bottom, m = middle, t = top
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Table 8 shows the part of which each species has the highest in the tensile, flexural, a
nd compression strengths. Kiling’s base has the highest tensile and flexural strength while the
top has the highest compression strength among the three (3) parts of the bamboo. Kayali’s b
ase has the highest tensile and flexural strength while the middle part has the highest average
of flexural and compression strength. Furthermore, Bayog’s middle has the highest tensile an
d compression strength while its top part has the highest flexural strength. The base part of L
aak has the highest tensile and flexural strength and the middle part has the highest compressi
ve strength.
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Table 9. Possible uses of Kiling based on its Mechanical Properties in GPa (Required Mechanical Strength as seen in Gutu, 2013; Wang, J. Zhang, & Z. Zhang, 2017)
Possible Uses
Required Tensile St
rength
Tensile Strength of Bambo
o
Required Flexural Strength
Flexural Strength of Bamb
oo
Required Compressio n S
trength
Compression Strength of
Bamboo
Alternative Material for Gmelina arborea Plywood as Support Construction Material
≥ 0.0335 ≥ 0.0466 ≥ 0.0205
Alternative Material for Spruce Woo
d as Furniture Material
≥ 0.08900.1076
≥ 0.06800.0614
≥ 0.04300.0188
Alternative Material for Steel as Furniture Materia
l
≥ 0.1600 ≥ 0.1400 ≥ 0.1400
Alternative Material for Oak as Interi
or Design
≥ 0.1536 ≥ 0.11003
≥ 0.0622
Alternative Material for Korean Pine as Support Constructio n
Material
≥ 0.0981 ≥ 0.0653 ≥ 0.0328
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Table 9 shows possible uses of Kiling based on the comparison of its mechanical pro
perties to the required strength of the mechanical properties for a bamboo species to be an al
ternative material. Kiling has a tensile strength of 0.1076 GPa, therefore, it can be used as an
alternative to: Gmelina arborea plywood, Spruce wood, and Korean pine as a support constr
uction material and furniture. Kiling has a flexural strength of 0.0614, thus it can also be use
d as an alternative material to plywood as a support construction material. For compression
strength, Kiling cannot be used as an alternative to any of the possible uses listed.
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Table 10. Possible uses of Bayog based on its Mechanical Properties in GPa (Required Mechanical Strength as seen in Gutu, 2013; Wang, J. Zhang, & Z. Zhang, 2017)
Possible Uses
Required Tensile St
rength
Tensile Strength of Bambo
o
Required Flexural Strength
Flexural Strength of Bamb
oo
Required Compression St
rength
Compression Strength of
Bamboo
Alternative Material for Gmelina arborea Plywood as Support Construction Material
≥ 0.0335 ≥ 0.0466 ≥ 0.0205
Alternative Material for Spruce Wood as Furnitur
e Material
≥ 0.08900.3397
≥ 0.06800.0849
≥ 0.04300.0371
Alternative Material for Steel as Furniture Materia
l
≥ 0.1600 ≥ 0.1400 ≥ 0.1400
Alternative Material for Oak as Interi
or Design
≥ 0.1536 ≥ 0.11003
≥ 0.0622
Alternative Material for Korean Pine as Support Constructio n
Material
≥ 0.0981 ≥ 0.0653 ≥ 0.0328
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Table 10 demonstrate the results of the possible uses of Bayog based on its mechanica
l properties. The tensile strength of Bayog has a 0.3397 GPa that can fit to the required tensil
e strength of: steel, oak, Korean pine, Spruce wood and Gmelina arborea plywood as an alter
native material.
The flexural strength of Bayog has a 0.0849 GPa that meets the required flexural stre
ngth of: Korean pine, Spruce wood and Gmelina arborea Plywood. Furthermore, the 0.0371
compression strength of Bayog did not acquire the required compression strength of Korean
pine and Gmelina arborea, but can be used as an alternative for oak, steel and Spruce wood.
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Table 11. Possible uses of Kayali based on its Mechanical Properties in GPa (Required Mechanical Strength as seen in Gutu, 2013; Wang, J. Zhang, & Z. Zhang, 2017)
Possible Uses
Required Tensile St
rength
Tensile Strength of Bambo
o
Required Flexural Strength
Flexural Strength of Bamb
oo
Required Compression St
rength
Compression Strength of
Bamboo
Alternative Material for Gmelina arborea Plywood as Support Constructio n Material
≥ 0.0335 ≥ 0.0466 ≥ 0.0205 c
Alternative Material for Spruce Wood as Furnitur
e Material
≥ 0.08900.1076
≥ 0.06800.0614
≥ 0.04300.0205
Alternative Material for
≥ 0.1600 ≥ 0.1400 ≥ 0.1400
Steel as Furniture Material
Alternative Material for Oak as Interi
or Design
≥ 0.1536 ≥ 0.11003 ≥ 0.0622
Alternative Material for Korean Pine as Support Constructio n
Material
≥ 0.0981 ≥ 0.0653 ≥ 0.0328
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Table 11 displays the mechanical properties of Kayali and the possible materials to w
hich it can serve as an alternative. Kayali is a strong candidate as an alternative for Gmelina a
rborea plywood as a support construction material because it passed all the minimum limits f
or the three mechanical properties. Although Kayali surpasses the minimum range in the tens
ile property of Spruce wood as a furniture material and Korean pine as a support construction
material, it did not reach the flexural and compression strength, making Kayali a possible can
didate as the material’s alternative but with exceptions of heavy loads parallel and perpendic
ular to the grain. It did not reach the minimum to any of the mechanical properties of oak as i
nterior design.
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Table 12. Possible uses of Laak based on its Mechanical Property In GPa (Required Mechanical Strength as seen in Gutu, 2013; Wang, J. Zhang, & Z. Zhang, 2017)
Possible Uses
Required Tensile St
rength
Tensile Strength of Bambo
o
Required Flexural Strength
Flexural Strength of Bamb
oo
Required Compression St
rength
Compression Strength of
Bamboo
Alternative Material for Gmelina arborea Plywood as Support Construction Material
≥ 0.0335 ≥ 0.0466 ≥ 0.0205
Alternative Material for
Spruce Wood as Furniture
Material
≥ 0.08900.1148
≥ 0.06800.1040
≥ 0.04300.0407
Alternative Material for
Steel as Furniture Material
≥ 0.1600 ≥ 0.1400 ≥ 0.1400
Alternative Material for Oak as Interi
or Design
≥ 0.1536 ≥ 0.11003
≥ 0.0622
Alternative Material for Korean Pine as Support Constructio n Materi
al
≥ 0.0981 ≥ 0.0653 ≥ 0.0328
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Table 12 shows that in terms of Laak’s tensile strength, it cannot be used as an alterna
tive to any of the possible uses listed in the table. It has a flexural strength of 0.1040 GPa, ma
king it a suitable alternative to Gmelina arborea plywood, Spruce wood, and Korean pine as
both for furniture and as support construction material.
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4. Conclusion
This study measured the mechanical properties namely, tensile, compression and stren
gth of the bamboo species Kiling (Bambusa vulgaris), Kayali (Gigantochloa atter), Bayog (B
ambusa merriliana), and Laak (Bambusa philippinensis), and determined their uses as possib
le alternative materials for construction and/or design. For each test of mechanical properties,
comparison between parts and between species was done.
The researchers were then able to conclude from the data gathered that Kiling has the
highest overall mechanical properties across the three tests, followed by Laak, then Bayog an
d Kayali. Kiling showed the highest compression strength and flexural strength among the fo
ur species, having an average of 0.0665 GPa and 0.09732 GPa, respectively. Bayog held the
highest tensile strength with a mean of 0.1960 GPa.
In testing the mechanical properties per species, Kiling, Bayog, and Laak had signific
ant differences in the compressive strength of their parts (base, middle, and top), with a P-val
ue of 0.000, 0.006, and 0.001, respectively. For the other mechanical properties, Kiling show
ed a significant difference in its parts for flexural strength with a P-value of 0.028. Bayog and
Kayali both had significant differences in the tensile strength of their parts: 0.029 and 0.013,
respectively.
These results became the basis for the possible uses of said bamboo species. Kiling, h
aving the highest overall mechanical properties, surpassed the minimum required mechanical
properties as an alternative material for Gmelina arborea plywood as a support construction
material. The same species also reached the minimum required flexural strength and compres
sion strength as an alternative material for Korean pine as a support construction material, an
d passed the minimum required flexural strength to be a candidate alternative material for Spr
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uce wood as furniture. Bayog and Laak passed the minimum of the three mechanical properti
es needed to be a candidate as an alternative material for Gmelina arborea plywood as suppo
rt construction material, while Kayali only passed its tensile and flexural minimum strengths.
The tensile strength of Bayog is close to that of steel used for furniture and Oak used in interi
or design, as well as the tensile strength of Spruce wood as furniture and Korean pine as supp
ort construction material. Both Bayog and Laak surpassed Spruce wood’s and Korean pine’s
required flexural strength.
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Chapter 4
CONCLUSION
This study measured the mechanical properties namely, tensile, compression and flex
ural of the bamboo species Kiling (Bambusa vulgaris), Kayali (Gigantochloa atter), Bayog
(Bambusa merriliana), and Laak (Bambusa philippinensis), and determined their uses as poss
ible alternative materials for construction and/or design. For each test of mechanical properti
es, comparison between parts and between species was done.
The researchers were then able to conclude from the data gathered that Kiling has the
highest overall mechanical properties across the three tests, followed by Laak, then Bayog an
d Kayali. Kiling showed the highest compressive strength and flexural strength among the fo
ur species, having an average of 0.0665 GPa and 0.09732 GPa, respectively. Bayog held the
highest tensile strength with a mean of 0.1960 GPa.
In testing the mechanical properties per species, Kiling, Bayog, and Laak had signific
ant differences in the compressive strength of their parts (base, middle, and top), with a P-val
ue of 0.000, 0.006, and 0.001, respectively. For the other mechanical properties, Kiling and K
ayali both showed a significant difference with their parts in flexural strength with P-values o
f 0.028 and 0.013, respectively. Bayog had a 0.029 significant difference in the tensile strengt
h of its parts.
These results became the basis for the possible uses of said bamboo species. Kiling, h
aving the highest overall mechanical properties, surpassed the minimum required mechanical
properties as an alternative material for Gmelina arborea plywood as a support construction
material. The same species also reached the minimum required flexural strength and compres
sion strength as an alternative material for Korean pine as a support construction material, an
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d passed the minimum required flexural strength to be a candidate alternative material for Spr
uce wood as furniture. Bayog and Laak passed the minimum of the three mechanical properti
es needed to be a candidate as an alternative material for Gmelina arborea plywood as suppo
rt construction material, while Kayali only passed its tensile and flexural minimum strengths.
The tensile strength of Bayog is close to that of steel used for furniture and Oak used in interi
or design, as well as the tensile strength of Spruce wood as furniture and Korean pine as supp
ort construction material. Both Bayog and Laak surpassed Spruce wood’s and Korean pine’s
required flexural strength.
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Chapter 5
RECOMMENDATIONS
For the future researchers who wish to continue studying the mechanical properties of
bamboo and their applications, the researchers recommend using, if available, more equipme
nt that may be helpful during the data gathering process such as a heavy-duty cast-iron bamb
oo splitter to ensure maximum uniformity between the samples. It is also ideal for the researc
hers to carve a thicker part at both ends of the bamboo strips for the tensile test in order for th
e UTM to properly hold the ends of the bamboo and record its breaking stress point the mom
ent before the sample breaks and the machine resets.
The researchers recommend using different models of UTMs with more extensive cap
abilities and different possible settings to be able to determine if there will be a significant dif
ference in the data acquired, and if so, to include the equipment used as a factor contributing
to the results of the study.
More mechanical properties such as shear strength and elasticity should also be studie
d to gain a wider and more comprehensive understanding of the capabilities of bamboo. After
wards, a large meta-analysis is needed in order to summarize the mechanical properties studi
ed in this paper and the papers cited. For comparison of the mechanical properties of bamboo
with different materials, it is ideal to include and compare more materials to establish a well-
defined scope of bamboo’s potential capabilities.
Lastly, it is recommended to repeat the procedure conducted in this research with othe
r bamboo species, especially endemic species in the Philippines which have a limited number
of studies.
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Bamboo Species
Part Trial Outer Diameter (mm)
Outer Radius (mm)
Inner Diameter (mm)
Inner Radius (mm)
Thickness (mm)
Height (mm)
Kiling Base 1 49.27 24.64 19.55 9.78 14.86 320.002 50.69 25.35 18.73 9.37 15.98 360.003 56.87 28.44 22.41 11.21 17.23 300.00
Mid 1 50.72 25.36 41.94 20.97 4.39 315.002 54.49 27.25 42.95 21.48 5.77 305.003 48.30 24.15 38.22 19.11 5.04 300.00
Top 1 24.29 12.15 16.83 8.42 3.73 325.002 12.34 6.17 1.20 0.60 5.57 310.003 16.85 8.43 8.75 4.38 4.05 320.00
APPENDIX AMeasure of the Bamboo Samples
Bamboo Species Part Trial
Outer Area (sq. mm)
Inner Area (sq. mm)
Area (sq. mm)
Kiling
Base
1 1,906.58 300.18 1,606.402 2,018.06 275.53 1,742.533 2,540.13 394.43 2,145.70
Mid
1 2,020.45 1,381.49 638.962 2,331.97 1,448.83 883.153 1,832.25 1,147.28 684.96
Top
1 463.39 222.46 240.932 119.60 1.13 118.473 222.99 60.13 162.86
Bamboo Species Part Trial
Max Force (kN)
Max Stress (kN
/mm2
)
Break Force (kN)
Break Stress (kN/
mm2)
Kiling
Base1 44.2031 0.0275 24.9688 0.01552 36.3750 0.0209 25.1250 0.01443 73.7969 0.0344 25.0938 0.01171 25.0156 0.0392 -.- -.-2 36.4531 0.0413 25.0313 0.0283
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Mid 3 16.6875 0.0244 -.- -.-
Top1 1.0156 0.0042 -.- -.-2 13.4375 0.1134 -.- -.-3 7.2031 0.0442 -.- -.-
Bamboo Species Part Trial
Outer Diameter (mm)
Outer Radius(mm)
Inner Diameter (mm)
Inner Radius(mm)
Thicknes s
(mm)Height (mm)
Kayali
Base
1 58.39 29.20 29.15 14.58 14.62 330.002 64.36 32.18 35.84 17.92 14.26 310.003 58.93 29.47 27.17 13.59 15.88 300.00
Mid
1 57.40 28.70 37.56 18.78 9.92 310.002 56.22 28.11 38.36 19.18 8.93 330.003 57.25 28.63 42.03 21.02 7.61 325.00
Top
1 12.88 6.44 6.80 3.40 3.04 300.002 11.88 5.94 7.46 3.73 2.21 320.003 10.20 5.10 3.80 1.90 3.20 305.00
Bamboo Species Part Trial
Max Force (kN)
Max Stress (kN
/mm2
)
Break Force (kN)
Break Stress
(kN/mm2
)
Kayali
Base1 24.5000 0.0122 -.- -.-2 50.2813 0.0224 -.- -.-3 26.7344 0.0125 -.- -.-
Mid1 22.0781 0.0149 -.- -.-2 20.7344 0.0156 -.- -.-3 36.8438 0.0311 25.0313 0.0211
Top1 0.9688 0.0103 -.- -.-2 0.5938 0.0088 -.- -.-3 0.8125 0.0116 -.- -.-
Bamboo Species Part Trial
Outer Area (sq.
mm)
Inner Area (sq. mm)
Area (sq. mm)
1 2,677.73 667.37 2,010.362 3,253.28 1,008.85 2,244.44
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Kayali Base 3 2,727.49 579.79 2,147.70
Mid1 2,587.70 1,108.00 1,479.702 2,482.40 1,155.71 1,326.693 2,574.19 1,387.42 1,186.77
Top1 130.29 36.32 93.982 110.85 43.71 67.143 81.71 11.34 70.37
Bamboo Species Part Trial
Outer Diamete r (mm)
Outer Radius (mm)
Inner Diamete r (mm)
Inner Radius (mm)
Thicknes s
(mm)Height (mm)
Bayog
Base
1 62.44 31.22 16.08 8.04 23.18 370.002 58.62 29.31 14.70 7.35 21.96 300.003 68.03 34.02 16.01 8.01 26.01 375.00
Mid
1 47.52 23.76 24.92 12.46 11.30 310.002 48.83 24.42 26.45 13.23 11.19 325.003 46.34 23.17 24.72 12.36 10.81 300.00
Top
1 8.05 4.03 8.05 4.03 0.00 350.002 6.43 3.22 6.43 3.22 0.00 300.003 8.10 4.05 8.10 4.05 0.00 310.00
Bamboo Species Part Trial
Outer Area (sq. mm)
Inner Area
(sq.mm)
Area (sq. mm)
Bayog
Base1 3,062.07 203.08 2,859.002 2,698.87 169.72 2,529.153 3,634.89 201.31 3,433.57
Mid1 1,773.55 487.74 1,285.812 1,872.68 549.47 1,323.213 1,686.56 479.94 1,206.62
Top1 50.90 50.90 50.902 32.47 32.47 32.473 51.53 51.53 51.53
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Bamboo Species Part Trial
Max Force (kN)
Max Stress (kN
/mm2)
Break Force (kN)
Break Stress (kN/m
m2)
Bayog
Base1 36.5781 0.0128 25.1250 0.00882 94.8594 0.0375 25.0156 0.00993 67.1250 0.0196 25.0000 0.0073
Mid1 51.6875 0.0402 25.0000 0.01942 46.4375 0.0351 25.0781 0.01903 43.5000 0.0361 25.0000 0.0207
Top1 0.2188 0.0043 -.- -.-2 0.0469 0.0014 -.- -.-3 0.3438 0.0067 -.- -.-
Bamboo Species Part Trial
Outer Diamete r (mm)
Outer Radius (mm)
Inner Diamete r (mm)
Inner Radius (mm)
Thicknes s
(mm)Height (mm)
Laak
Base
1 45.84 22.92 17.90 8.95 13.97 305.002 61.92 30.96 27.50 13.75 17.21 345.003 49.27 24.64 13.11 6.56 18.08 360.00
Mid
1 35.03 17.52 15.57 7.79 9.73 310.002 34.51 17.26 21.77 10.89 6.37 305.003 34.65 17.33 20.11 10.06 7.27 325.00
Top
1 10.24 5.12 2.84 1.42 3.70 305.002 10.61 5.31 2.17 1.09 4.22 310.003 7.74 3.87 0.86 0.43 3.44 310.00
Bamboo Species Part Trial
Outer Area (sq.
mm)
Inner Area
(sq.mm)
Area (sq. mm)
Laak
Base1 1,650.36 251.65 1,398.712 3,011.28 593.96 2,417.333 1,906.58 134.99 1,771.59
Mid1 963.76 190.40 773.362 935.36 372.23 563.143 942.97 317.62 625.34
Top 1 82.35 6.33 76.022 88.41 3.70 84.72
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3 47.05 0.58 46.47
Bamboo Species Part Trial
Max Force (kN)
Max Stress (kN
/mm2
)
Break Force (kN)
Break Stress
(kN/mm2
)
Laak
Base1 47.9688 0.0343 24.8125 0.01772 83.4375 0.0345 24.9844 0.01033 52.9531 0.0299 24.9844 0.0141
Mid1 25.6406 0.0332 -.- -.-2 28.2656 0.0502 -.- -.-3 24.2656 0.0388 -.- -.-
Top1 0.6406 0.0084 -.- -.-2 0.5625 0.0066 -.- -.-3 0.1250 0.0027 -.- -.-
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APPENDIX BGraphs of the Mechanical Properties per Bamboo Part
Trial 1: Blue, Trial 2: Red, Trial 3: Green, Average: Black
COMPRESSION TESTKILING-BASE
KILING – MIDDLE
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KILING - TOP
KAYALI – BOTTOM
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KAYALI – MIDDLE
KAYALI – TOP
BAYOG- BOTTOM
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BAYOG – MIDDLE
BAYOG – TOP
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LAAK – BOTTOM
LAAK – MIDDLE
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LAAK – TOP
FLEXURAL STRENGTH TESTKILING- BOTTOM
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KILING MIDDLE
KILING – TOP
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KAYALI BOTTOM
KAYALI – MIDDLE
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KAYALI TOP
BAYOG – BOTTOM
BAYOG- MIDDLE
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BAYOG – TOP
LAAK- BOTTOM
LAAK – MIDDLE
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LAAK – TOP
TENSILE TESTKILING – BASE
KILING – MIDDLE
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KILING – TOP
KAYALI – BOTTOM
KAYALI – MIDDLE
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KAYALI – TOP
BAYOG – BOTTOM
BAYOG MIDDLE
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BAYOG – TOP
LAAK – BOTTOM
LAAK – MIDDLE
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LAAK – TOP
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APPPENDIX CDocumentation (from sample preparation to testing procedures)
Sample Preparations:
Testing Procedures :
Flexural Strength Test Compression Strength Test
Tensile Strength Test
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Universal Testing Machine After testing procedures:
Compression Strength Test – Kayali Tensile Strength Test – Kayali
Flexural Strength Test – Kayali Compression Strength Test – Laak
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–
Tensile Strength Test – Laak Flexural Strength Test – Laak
Compression Strength Test – Kiling Tensile Strength Test – Kiling
Compression Strength Test – Bayog Flexural Strength Test – Bayog
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Tensile Test – Bayog
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APPENDIX D
ANNOVA COMPUTATION VALUES
KILING
Bamboo SpeciesPart Compression Strength Flexural Strength Tensile Strength
1 1 0.0275 0.1248 0.11371 1 0.0209 0.1001 0.11151 1 0.0344 0.1193 0.11961 2 0.0747 0.1193 0.11121 2 0.0792 0.1105 0.01381 2 0.0837 0.0964 0.13891 3 0.0882 0.0516 0.03371 3 0.0927 0.0947 0.03201 3 0.0972 0.0593 0.0309
KAYALI
Bamboo SpeciesPart Compression Strength Flexural Strength Tensile Strength
2 1 0.0122 0.0643 0.10722 1 0.0224 0.0718 0.09742 1 0.0125 0.0481 0.11832 2 0.0149 0.0531 0.13592 2 0.0156 0.0742 0.05392 2 0.0311 0.0569 0.12362 3 0.0103 0.0730 0.01102 3 0.0088 0.0545 0.02522 3 0.0116 0.0473 0.0301
BAYOG
Bamboo SpeciesPart Compression Strength Flexural Strength Tensile Strength
3 1 0.0128 0.0695 0.32633 1 0.0375 0.0609 0.30783 1 0.0196 0.0957 0.06093 2 0.0402 0.0544 0.20443 2 0.0351 0.0783 0.42723 2 0.0361 0.0412 0.38763 3 0.0043 0.1263 0.0021
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3 3 0.0014 0.0591 0.02943 3 0.0067 0.0693 0.0186
LAAK
Bamboo SpeciesPart Compression Strength Flexural Strength Tensile Strength
4 1 0.0343 0.1214 0.09594 1 0.0345 0.1093 0.13764 1 0.0299 0.0814 0.11084 2 0.0332 0.0718 0.06924 2 0.0502 0.1027 0.14834 2 0.0388 0.0889 0.05264 3 0.0084 0.1074 0.05104 3 0.0066 0.0812 0.01454 3 0.0027 0.0415
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