1 |
Intro / Systems / Boundaries / First Law / types of E-flows |
2 |
Conservation / U is a function / State Variables / Exact/Inexact Differentials |
3 |
Rumford Experiment, Heat capacity |
4 |
Examples Adiabatic reaction, Enthalpy, Second Law |
5 |
Second Law, Entropy |
6 |
Combined First and Second Law, Euler Relations, Equilibrium |
7 |
Equilibrium, S max, U min, Interpretation of TD potentials, Nat. vars, Legendre |
8 |
Math structure / Maxwell relations / How to do derivations |
9 |
Maxwell + derivations, Entropy formulation |
10 |
One component Clausius-Clapeyron |
11 |
More Examples of Clausius Clapeyron, Solution Theory |
12 |
Solutions Part II: PMQ, Activity, Gibbs Phase Rule |
13 |
Properties of Mixtures, Equilibrium |
14 |
EXAM 1 |
15 |
Two-phase equilibrium, Intercept rule, Lever rule, Ideal Solutions |
16 |
Electrochemical eq., Osmose + discussion exam |
17-25 |
Statistical Mechanics |
26 |
Binary Phase Diagrams and Advanced Solution Theory |
27 |
EXAM 2 |
28 |
Binary Phase Diagrams and review session |
29 |
Binary Phase Diagrams and Advanced Solution Theory (continued) |
30 |
Binary Phase Diagrams and Advanced Solution Theory (continued) |
31 |
Binary Phase Diagrams and Advanced Solution Theory (continued) |
32 |
Thermocalc |
33 |
Thermocalc (continued) |
26 |
Non-Equilibrium Aspects of Phase Diagrams / Start of Entropy Lectures |
34 |
Energy and Entropy: Microscopic Origins and models |
35 |
Statistical Mechanics of Real Systems: MC + MD |
36 |
Polymer Mixtures |
37 |
FINAL EXAM |