3. Polymer Structure Flashcards
Ways to classify polymer structures
- Composition
- Constitution
- Configuration
- Conformation
Number average Mw
M^n = sum(n^i*M^i)/sum(n^i)
Weight average molecular weight
M^w = sum(n^iM^i^2)/sum(n^iM^i)
M^i, n^i
M^i = {molecular weight of a polymer chain}
n^i = {no. chains w/ a given Mw}
Dispersity
D = M^w/M^n
A measure of how controlled a polymerisation is; influences properties of polymer
How does structure of repeat unit influence properties?
- Nature and strength of interactions
- polymer backobone flexibility
Types of polymer by constitution
- Linear (e.g. HDPE, UHMWPE)
Very hard, high mp - Branched (long, short, hyper-)
- Crosslinked network polymers
Crosslinked Network polymers (description, thermal properties, example)
- Interconnectivity between all polymer segments
- All thermosets (can’t dissolve or form a liquid)
- Bakelite (hard), rubber (soft), polyisoprene
Homo- vs Copolymers
- Homo: Single type of repeat unit e.g. PS, PMMA
- Co: 2+ distinct types of repeat unit e.g. PS-co-PMMA
Types of copolymers
- Random
- Strictly alternating
- (linear) diblock
- (linear) tri…block
- Graft
-> all have different physical properties
Tacticity
- Isotactic (same relative configuration)
Tough w/ high crystallinity, Pm = 1 - Syndiotactic (alternating relative configuration)
Softer with lower cyrstallinity, Pr = 1
For polymerisation of alkenes with large side groups, sterics produce predominantly syndiotactic polymer - Atactic (random relative configuration)
Soft, amorphous, Pm/Pr = 0.5
Configuration: Linkage
- Racemic linkage: change in stereochemistry between 2 stereocentres, Probability = Pr
- Meso linkage: no change in stereochemistry between 2 stereocentres, probability - Pm
Explain the random coil
- The conformation changes continually (Gauche, anti etc.)
- Cooperative movement of chain segments
- Overall movement is slow
- 3^n possible conformations
- results in a ‘random coil’
Random flight statistics
Rn = end-to-end distance,
l = step length
n = no. steps
mean (square(Rn)) = n*square(l)
Random flight statistics in solution
- sqrt(mean(square(Rn)) = a * sqrt(n)*l
- a is alpha coefficient, measuring strength of interaction between solvent and polymer
- If alpha is less than 1, segment-segment interactions are favoured and the random coil collapses
- If alpha is greater than 1, segment-solvent interactions are favoured, random coil widens
- If alpha = 1, theta-state achieved; both interactions are of same strength and coil is as if in unperturbed state