Lecture 7 Flashcards

Thermodynamics of Polymer Solutions and Determination of MW

1
Q

Entropy of mixing equation

A

= k ln(omega)

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2
Q

define X(chi)

A

dimensionless, empirical, characterizes change in local free energy upon mixing

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3
Q

when X = 0

A

system is a thermal

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4
Q

when X> 0

A

system is endothermal, favors demixing

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5
Q

when X<0

A

system is exothermal, favors mixing

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6
Q

spinodal decomposition

A

region where spontaneous phase separation occurs and a system minimizes its energy

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7
Q

metastable region

A

where phase separation occurs via homogeneous nucleation and growth

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8
Q

Two types of techniques to determine MW

A

absolute and relative

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9
Q

absolute

A
  • no calibration, only procedure
    -osmometry
    -light scattering
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10
Q

relative

A

-requires calibration
-SEC/GPC
-viscometry

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11
Q

most MW determination techniques require

A

polymers to be dissolved in solution

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12
Q

Techniques sensitive to number of polymer molecules determine _____ average MW

A

number

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13
Q

Techniques sensitive to mass of polymer molecules determines _____ average MW

A

weight

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14
Q

GPC and viscometry do not measure MW directly… why?

A

they probe hydrodynamic properties

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15
Q

Rh vs Rg

A

objects of different shapes can be approximated through a sphere with Rh

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16
Q

Rg for infinitely thin disk

A

Rg^2 = R^2 / 2

17
Q

Rg for solid sphere

A

Rg^2 = 3/5 R^2

18
Q

translation from Rh to Rg for gaussian coil

A

Rh = 0.66Rg

19
Q

Static Light Scattering (SLS):

A
  • Rg or RMS radius
  • mass averaged distance from each point in a molecule from the center of gravity
20
Q

Dynamic Light Scattering (DLS)

A
  • Rh or hydrodynamic radius
  • radius of a sphere with the same diffusion coefficient as the sample
21
Q

Chain Expansion/Contraction and Solvent quality relationship

A

Rg ~ N^v

22
Q

when v>0

A

good solvent

23
Q

when v<0

A

poor solvent

24
Q

when v = 0

A

theta solvent

25
Q

T/F expanded chains in good solvents are Gaussian.

A

FALSE, they are not

26
Q

For 2nd virial coeff, A>0, X<1/2

A

good solvent

27
Q

For 2nd virial coeff, A<0, X>1/2

A

bad solvent

28
Q

For 2nd virial coeff, A=0, X=1/2

A

theta conditions

29
Q

A2 ~

A

(1-2X)