MWF 10:00-10:50 AM | OPL 107 | http://www.wfu.edu/~natalie/s12phy341/ |
Instructor: Natalie Holzwarth | Phone:758-5510 | Office:300 OPL | e-mail:natalie@wfu.edu |
1 | 1/18/2012 | Introductory concepts | 1.1-1.5 | HW 1 | 1/23/2012 |
2 | 1/20/2012 | Introductory concepts | 1.6-1.12 | HW 2 | 1/23/2012 |
3 | 1/23/2012 | First Law of Thermodynamics | 2.1-2.11 | HW 3 | 1/25/2012 |
4 | 1/25/2012 | Second Law of Thermodynamics | 2.12-2.14 | HW 4 | 1/27/2012 |
5 | 1/27/2012 | Entropy | 2.15-2.19 | HW 5 | 1/30/2012 |
6 | 1/30/2012 | Thermodynamic Potentials | 2.20-2.21 | HW 6 | 2/1/2012 |
7 | 2/01/2012 | Thermodynamic Potentials | 2.22-2.24 | HW 7 | 2/3/2012 |
8 | 2/03/2012 | Introduction to probability theory | 3.1-3.3 | HW 8 | 2/6/2012 |
9 | 2/06/2012 | Probability distributions | 3.4-3.5 | HW 9 | 2/8/2012 |
10 | 2/08/2012 | Continuous distributions/Central limit theorem | 3.6-3.10 | HW 10 | 2/10/2012 |
11 | 2/10/2012 | Introduction to statistical mechanics | 4.1-4.2 | HW 11 | 2/13/2012 |
12 | 2/13/2012 | Enumeration of microstates | 4.3 | HW 12 | 2/15/2012 |
13 | 2/15/2012 | Many particle systems | 4.4-4.5 | HW 13 | 2/17/2012 |
14 | 2/17/2012 | Microcanonical ensemble | 4.6 | HW 14 | 2/20/2012 |
15 | 2/20/2012 | Canonical ensemble | 4.7-4.8 | HW 15 | 2/22/2012 |
16 | 2/22/2012 | Grand canonical ensemble | 4.9-4.12 | HW 16 | 2/24/2012 |
17 | 2/24/2012 | Introduction to magnetic systems | 5.1-5.5 | ||
2/27/2012 | APS -- no class; take-home exam | ||||
2/29/2012 | APS -- no class; take-home exam | ||||
3/02/2012 | APS -- no class; take-home exam | ||||
18 | 3/05/2012 | Exam due -- Ising model | 5.5 | HW 17 | 03/07/2012 |
19 | 3/07/2012 | Ising model | 5.6-5.7 | HW 18 | 03/09/2012 |
20 | 3/09/2012 | Phase transformation | 5.8-5.10 | ||
3/12/2012 | Spring Break | ||||
3/14/2012 | Spring Break | ||||
3/16/2012 | Spring Break | ||||
21 | 3/19/2012 | Many particle systems | 6.1-6.2 | HW 19 | 03/23/2012 |
22 | 3/21/2012 | Fermi and Bose particles | 6.3-6.4 | ||
23 | 3/23/2012 | Bose and Fermi particles | 6.5-6.11 | HW 20 | 03/28/2012 |
24 | 3/26/2012 | Bose and Fermi particles | 6.5-6.11 | ||
25 | 3/28/2012 | Phase transformations | 7.1-7.3 | HW 21 | 03/30/2012 |
26 | 3/30/2012 | Van der Waals Equation | 7.4 | ||
27 | 4/02/2012 | Equilibrium constants | 7.4-7.5 | HW 22 | 04/04/2012 |
28 | 4/04/2012 | Equilibrium constants | 7.5 | ||
4/06/2012 | Good Friday Holiday | ||||
29 | 4/09/2012 | Review -- begin take-home exam | 5-7 | ||
4/11/2012 | No class -- work on exam | 5-7 | |||
30 | 4/13/2012 | Simulation of chemical potential | 7.2 | Exam continued | |
31 | 4/16/2012 | Classical treatment of dense systems | 8.1-8.2 | Exam due | |
32 | 4/18/2012 | Review exam; Virial expansion | 8.3-8.4 | ||
33 | 4/20/2012 | Radial distribution function | 8.5 | ||
34 | 4/23/2012 | More topics on classical fluids | 8.6-8.9 | ||
35 | 4/25/2012 | Review | |||
36 | 4/27/2012 | Review | |||
4/30/2012 | Student presentations I | ||||
5/02/2012 | Student presentations II | ||||
5/09/2012 | 9 AM Final exam |
Read the beginning of Chapter 1 in STP. Choose one of the following problems in your textbook. Each problem has multiple parts. Choose at least 2 of the ideas to explore. The "complete" assignment should include a snapshot of your simulation and appropriate commentary on the results.
Complete the reading of Chapter 1 in STP.
Start reading of Chapter 2 in STP.
In class, we constructed a table of processes on an ideal gas and the
corresponding relationships between ΔU, Q, and W which is reproduced
below. Derive these entries and check whether or not they are
correct.
Continue to read Chapter 2 in STP.
Consider the cyclic process shown Fig. 2.4 of your textbook and suppose the system is an ideal gas with heat capacity ratio γ. In terms of Phigh, Plow, Vhigh, Vlow and γ, determine the heats Q12, Q23, Q34, Q41 added to the system.
Continue to read Chapter 2 in STP.
Consider the expression of the First Law of Thermodynamics in terms of the entropy S:
Continue reading Chapter 2 in STP.
Consider the 4 Maxwell relations for fixed particle numbers N given in equations 2.187, 2.191, 2.192, and 2.193. Derive 8 more Maxwell relations appropriate for variable particle number conditions expressed in terms of N and the chemical potential μ. Note: 2 of these expressions were derived in class from the internal energy function U(S,V,N).
Continue reading Chapter 2 in STP.
Work problem 2.56 on pg. 104 of your textbook. Assume that γ=5/3 so that you can obstain numerical values for Q and W for each step.
Finish reading Chapter 2 and start reading Chapter 3 in STP.
Work problem 2.58 on pg. 105 of your textbook.
Continue reading Chapter 3 in STP.
Work problem 3.13 on pg. 118 of your textbook.
Continue reading Chapter 3 in STP.
Work problem 3.33 on pg. 143 of your textbook.
Finish reading Chapter 3 and start reading Chapter 4 in STP.
Work problem 3.39 on pg. 150 of your textbook.
Continue reading Chapter 4 in STP.
Work problem 4.5 on pg. 187 of your textbook.
Continue reading Chapter 4 in STP.
Work problem 4.11 on pg. 196 of your textbook.
Continue reading Chapter 4 in STP.
Work problem 4.20 on pg. 206 of your textbook.
Continue reading Chapter 4 in STP.
Work problem 4.28a and b (not c) on pg. 221 of your textbook.
Continue reading Chapter 4 in STP.
Work problem 4.45 on pg. 236 of your textbook.
Continue reading Chapter 5 in STP.
Continue reading Chapter 5 in STP.
Read Chapter 6 in STP.
Complete reading of Chapter 6 in STP.
Start reading Chapter 7 in STP.
Finish reading Chapter 7 in STP.