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Have covered

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non ideality. soluble blend systems. periodic systems. lamellar structures. Have covered. ... Possible (but not guaranteed) problem areas: extract info from ... – PowerPoint PPT presentation

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Title: Have covered


1
Have covered
Beginning models (Roe, Chap. 5) dilute
particulate systems Guinier law spheres, rod,
discs effect of dense packing non-particulate
2-phase systems Porod law invariant non
ideality soluble blend systems periodic
systems lamellar structures
2
Have covered
IFT (Glatter papers) pair distance distribution
functions B-spines, least squares particle size
distributions shape factors
3
Have covered
GIFT (Glatter papers) non-dilute
systems structure factors effects of radius,
vol. fracts., polydispersity non-homogeneous
particles effective structure
factor core-shell systems
4
Have covered
Various examples (various papers) particle
shapes syndiotactic polystyrene shear-induced
crystallization carbon foams hyperbranched
polymers
5
Exam
16 Dec., 2-3 pm, 202 Steidle Likely (but not
guaranteed) - 4 problems Possible (but not
guaranteed) problem areas extract info from
various saxs or sans patterns exhibit
understanding of IFT/GIFT approach something on
beginning models discussion of one of recently
discussed examples
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