Physics 4230 - Spring 2007


Reading Assignments

     Lecture Date      Brief Description Reading assignment for next class
Wednesday, 17 January
Lecture 1
Discussion of course syllabus
Temperature and Equilibrium
Schroeder 1.1-1.3
Friday, 19 January
Lecture 2
Simple Derivation of Ideal Gas Law
Equipartition Theorem
Schroeder 1.4-1.5
Monday, 22 January
Lecture 3
Heat and Work Schroeder 1.6
Wednesday, 24 January
NO LECTURE  
Friday, 26 January
Lecture 4
Heat Capacities and Calorimetry Schroeder 2.1-2.2
Friday, 26 January
Lecture 5 (4-5pm)
Random Walk in 1D
Binomial Distribution
*

Monday, 29 January

NO LECTURE  
Wednesday, 31 January NO LECTURE  
Friday, 2 February
Lecture 6
Application of
Binomial Distribution
*
Friday, 2 February
Lecture 7 (4-5pm)
Two State Systems
Einstein solid: State counting
Schroeder 2.3

Monday, 5 February
Lecture 8

Einstein solids:
Maximum Probable State
*
Wednesday, 7 February
Lecture 9
Einstein solids: Dist'n of States Schroeder 2.4
Friday, 9 February
Lecture 10
Stirling's Approximation Schroeder 2.5
Friday, 9 February
Lecture 11 (4-5pm)
Ideal Gas: Multiplicity and Phase Space *
Monday, 12 February
Lecture 12
Ideal Gas: Interacting Systems Schroeder 2.6
Wednesday, 14 February
Lecture 13
Ideal Gas: Sacker-Tetrode Equation *
Friday, 16 February
Lecture 14
Ideal Gas: Entropy and Processes Schroeder 3.1
Monday, 19 February
Lecture 15
Temperature and Entropy Schroeder 3.2
Wednesday, 21 February
Lecture 16
Heat and Entropy
3rd Law of Thermodynamics
Schroeder 3.3, 3.4
Friday, 23 February
Lecture 17
Paramagnetism,Pressure and Entropy
The Thermodynamic Identity
*
Monday, 26 February
Lecture 18
Review for Exam 1 Schroeder 3.5
Wednesday, 28 February
Lecture 19
Chemical Potential *
Friday, 2 March
3:00-4:50 PM

Midterm Exam 1 Schroeder 4.1-4.2
Monday, 5 March
Lecture 20
Heat Engines and the Carnot Cycle
Refrigerators
Schroeder 4.3-4.4
Wednesday, 7 March
Lecture 21
Real Heat Engines and Refrigerators
The Joule-Thomson Process
Schroeder 5.1
Friday, 9 March
Lecture 22
Helmholtz and Gibbs Free Energies
Thermodynamic Potentials
Schroeder 5.2
Monday, 12 March
Lecture 23
Applications of Free Energies
Free Energy and Equilibrium
*
Wednesday, 14 March
Lecture 24
Thermodynamic Identities Schroeder 5.3
Friday, 16 March
Lecture 25
Phase Transformations and the
Clausius-Clapeyron Relation
*
Monday, 19 March
Lecture 26
The van der Waals Model Schroeder 5.4
Wednesday, 21 March
Lecture 27
Phase Transformations of Mixtures I *
Friday, 23 March
Lecture 28
Phase Transformations of Mixtures II Schroeder 5.5
Monday, 2 April
Lecture 29
Dilute Solutions: Osmotic Pressure *
Wednesday, 4 April
Lecture 30
Review for Exam 2 *
Friday, 6 April
3:00-4:50 PM
Midterm Exam 2 *

Monday, 9 April
Lecture 31

Dilute Solutions: Boiling Pt Elevation Schroeder 5.6
Wednesday, 11 April
Lecture 32
Chemical Equilibrium: pH Schroeder 6.1
Friday, 13 April
Lecture 33
Boltzmann Statistics and the
Partition Function
Schroeder 6.2,6.3
Monday, 16 April
Lecture 34
Applications of the Partition Function
Equipartition Theorem
Schroeder 6.4,6.5,6.6
Wednesday, 18 April
Lecture 35
Maxwell Speed Distribution
General Partition Functions
Schroeder 6.7, 7.1, 7.2
Friday, 20 April
Lecture 36
Grand Partition Function
Quantum Gases
Schroeder 7.2
Monday, 23 April
Lecture 37
Quantum Distribution Functions
Schroeder 7.3,7.4
Wednesday, 25 April
Lecture 38
Degenerate Fermi Gas T=0
*
Friday, 27 April
Lecture 39
Guest Lecture: Prof. J. Nagle
Quark-gluon Plasma
Schroeder 7.3
Monday, 30 April
Lecture 40
Degenerate Fermi Gas: Non-zero T *
Wednesday, 2 May
Lecture 41
Review for Final Exam *
Friday, 4 May
3:00-5:30 pm
Final Exam