polymers - college of engineering and applied sciencebeaucag/classes/properties of...
TRANSCRIPT
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Polymers
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Polymers
Steep Slope = 3/5 : Self-Avoiding Walk (Polymer Solution)
Shallow Slope = 1/2 : Gaussian Random Walk(Polymer Melt)
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If we consider a series of chains<R> = 0
RRMS = n1/2 l
Similar to diffusion R ~ Dt1/2
Except when i = j, and there are “n” of these
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The distribution of chain lengths, R, follows almost a Gaussian Distribution:
Boltzman Equation
By Comparison
The energy of an ideal chainas a function of R
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Energy of an Ideal Chain
The modulus of rubber is proportional to temperature and
inversely proportional to the molecular weight between
crosslinks.
(Change in energy is force times the change in distance) The ideal chain acts like a spring
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Generally Modulus decreases with temperature
http://www.allsealsinc.com/allseals/Orings/or13.htm
Metal For an ideal elastomer it increase with T
This is due to the entropic natureof polymers
Savage K N , Gosline J M J Exp Biol 2008;211:1948-1957
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Polymer Chains are Mass-Fractals
RRMS = n1/2 l Mass ~ Size2
3-d object Mass ~ Size3
2-d object Mass ~ Size2
1-d object Mass ~ Size1
df-object Mass ~ Sizedf
This leads to odd properties:
density
For a 3-d object density doesn’t depend on size,For a 2-d object density drops with Size
Larger polymers are less dense
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Nano-titania from Spray Flame
Random Aggregation (right) df ~ 1.8Randomly Branched Gaussian df ~ 2.3Self-Avoiding Walk df = 5/3
Problem: Disk df = 2 Gaussian Walk df = 2
R/dp = 10, z ~ 220 df = ln(220)/ln(10) = 2.3
z is mass/DOAdp is bead sizeR is coil size
�
mass = z ~ Rdp
⎛
⎝ ⎜ ⎜
⎞
⎠ ⎟ ⎟
d f
Balankin et al. (Phys. Rev. E 75 051117
Mass Fractal dimension, df
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Nano-titania from Spray Flame
Random Aggregation (right) df ~ 1.8Randomly Branched Gaussian df ~ 2.3Self-Avoiding Walk df = 5/3
Problem: Disk df = 2 Gaussian Walk df = 2
A measure of topology is not given by df.Disk and coil are topologically different. Foil and disk are topologically similar.
z is mass/DOAdp is bead sizeR is coil size
�
mass = z ~ Rdp
⎛
⎝ ⎜ ⎜
⎞
⎠ ⎟ ⎟
d f
Balankin et al. (Phys. Rev. E 75 051117
Mass Fractal dimension, df
R/dp = 10, z ~ 220 df = ln(220)/ln(10) = 2.3
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�
p ~ Rd
⎛ ⎝ ⎜
⎞ ⎠ ⎟ dmin
�
s ~ Rd
⎛ ⎝ ⎜
⎞ ⎠ ⎟ c
Tortuosity Connectivity
How Complex Mass Fractal StructuresCan be Decomposed
�
df = dminc�
z ~ Rd
⎛ ⎝ ⎜
⎞ ⎠ ⎟ d f
~ pc ~ sdmin
z df p dmin s c R/d
27 1.36 12 1.03 22 1.28 11.2
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�
df = 2.3dmin =1.15c = 2
Balankin et al. (Phys. Rev. E 75 051117 (2007))
A 2-d Sheet has c = 2dmin depends on the extent of crumpling
Consider a Crumpled Sheet
Nano-titania
�
df = 2.3dmin =1.47c =1.56
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Disk Random Coil
�
df = 2dmin =1c = 2
�
df = 2dmin = 2c =1
Extended β-sheet(misfolded protein) Unfolded Gaussian chain
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For a polymer in solution there is an inherent concentration to the chainsince the chain contains some solvent
The polymer concentration is Mass/Volume, within a chain
When the solution concentration matches c* the chains “overlap”Then an individual chain is can not be resolved and the chains entangle
This is called a concentrated solution, the regime near c* is called semi-diluteand the regime below c* is called dilute
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In concentrated solutions with chain overlap chain entanglements lead to a higher solution viscosity
J.R. Fried Introduction to Polymer Science
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There is a similar behavior in Melt Viscosityas a function of Molecular Weight
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Me is the entanglementmolecular weight
about 10,000 g/mole (10 kDa)
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Many Macromolecular Properties Change at Me
Onset of Shear Thinning Behavior in Rheology
Onset of Chain Folding Crystallization
Onset of Robust Mechanical Properties (Organic Powder versus Solid Plastic)
Onset of the ability to draw a fiber (melt strength)
Below the entanglement molecular weight we have an oligomerabove we have a polymer or a plastic material
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Viscoelasticity
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Viscoelasticity
δ is the phase angle or phase lagit is 0 for Hookean elastic behavior
and 90° (π/2) for Newtonian viscous behavoirWe usually talk about tan δ that varies from 0 to ∞
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Dynamic Mechanical Testing
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Hookean Elastic
Viscoelastic
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Measure at different frequencies
Combine to make a master curve(Semi-Crystalline Polymer is Shown)
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Can also combine frequencies for different temperatures
To yield a master curve in frequency
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Temperature and Frequency Plots are directly related
High Frequency => Low TemperatureLow Frequency => High Temperature
Time-TemperatureSuperposition
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Williams-Landel-Ferry Shift Factor, aT
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Synthesis of Polymers
Polymers are generally produced by organic reactions similar to the organic chemistry you have studied except that the synthesis either involves a
Chain Reaction generally with 3 stages
Initiation: You start the chain reaction
Propagation: You conduct the chain reaction
Termination: You end the chain reaction
Or it involves a Step-Growth Reaction where a simple reaction occurs at two (or more) ends of a growing chain molecule. This type of reaction involves di-functional (or higher functional)
reactants. The reaction proceeds until you run out of reactants or the system becomes too viscous for transport of reacting species to the reacting chain ends.
Condensation Reactionto Make Nylon
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Carothers’ EquationsFor Step Growth Polymerization
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Chain Vs. Step Growth Polymerization
A. Mechanism
B. Monomer Concentration
C. Polymer Molecular Weight
Distinct and Different-Initiation Step
-Propagation Steps-Termination Step(s)
Chain Growth Step Growth
Distinct and DifferentInitiation, Propagation and
terminationare all the same step
“Termination” is the last reaction that takes place
Monomer is present throughout the
reaction, even at the end
-Early in the reaction the monomer is depleted
-Many dimers and trimers are produced early in the reaction. The
monomer is consumed at early stages of the reaction
Reaction must be driven to 99.9% complete to get a polymer
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Nyon 6,10 by interfacial polymerization
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Polyesters
Polycarbonate (CD’s)bisphenol-A and phosgene
Poly ethylene terephthalate (PET or PETE)
Glyptal Synthesis
Pthalic AnhydrideGlycerol (or Ethylene glycol)
Terephthalic Acid and Ethylene glycol
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Gellation/Percolation
Carother’s Method: Percolation occurs when p=2/favg
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Polyurethane
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Polyurethane
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Polyurethane
A step-reaction but not a condensation reaction.
There is no byproduct so this is a useful reaction for coatings and other systems where you
do not want droplets of condensate.
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Polyurethane Foam
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Chain Vs. Step Growth Polymerization
A. Mechanism
B. Monomer Concentration
C. Polymer Molecular Weight
Distinct and Different-Initiation Step
-Propagation Steps-Termination Step(s)
Chain Growth Step Growth
Distinct and DifferentInitiation, Propagation and
terminationare all the same step
“Termination” is the last reaction that takes place
Monomer is present throughout the
reaction, even at the end
-Early in the reaction the monomer is depleted
-Many dimers and trimers are produced early in the reaction. The
monomer is consumed at early stages of the reaction
Reaction must be driven to 99.9% complete to get a polymer
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Chain Growth of Poly dimethyl siloxane (PDMS, Silicone)
Termination by Acid
Initiation by Base
Propagation
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Sol-Gel Crosslinking
TMOS
Ethoxy is TEOS
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Two Free Radical Initiators
AIBN
Benzoyl Peroxide
Both are dissociated by heatAIBN is soluble in organic solvents
BP in water or organic solvents(BP is explosive)
Free Radical Chain Growth
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Coupling
Hydrogen Abstraction
Disproportionation
Initiation
Propagation
Termination
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Anionic Chain Growth
Initiation
Propagation
There is No Terminationfor Anionic
SBR Rubber
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Ziegler-Natta Catalysts (Heterogeneous Catalysts)
1
2
3
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Isotactic Polypropyleneby ZN Polymerization
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Polymers have a Dispersion in All Properties
Molecular Weight (Molar Mass)
Stereochemistry
Block Copolymer Composition
Branch Structure
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Polymers have a Dispersion in All Properties
Molecular Weight (Molar Mass)
Stereochemistry
Block Copolymer Composition
Branch Structure
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Molecular Weight Distribution
PDI = Mw/Mn
This can be directly related to the Gaussian Distribution
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Molecular Weight Distribution
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Tacticity
Racemo Diad(Racemic)
rMeso Diad
(Meso)m
Isotactic Triad mm Syndiotactic Triad rr Heterotactic Triad mrrm
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Atactic Polmer
Has no tacticity
For a random distribution of tacticity: 50% r and 50% m or 25% isotactic, 25% syndiotactic, 50% heterotactic
Higher order groupings are important to crystallinity,Pentads, Heptads, etc.
But there are limits to our ability to resolve tacticity using NMR
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Polymer Processing
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