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Spring 2008 – Class Schedule – Tentative

Date  Subject Halley Pages Assignments
Jan 17  L01: Probability and statistics  
22  L02: Equilibrium statistical mechanics, Liouville's theorem Ch 1: 7 – 16  
24  L03: Microcanonical distribution function Ch 1: 16 – 25  
29  L04: Quantum-mechanical density matrix Ch 2: 27 – 33  
31  L05: Microcanonical density matrix Ch 2: 33 – 35  
Feb 5  L06: Thermodynamics – entropy and potentials Ch 3: 37 – 42  
L07: Thermodynamics – other relations and techniques Ch 3: 42 – 49  
12  L08: Semiclassical limit Ch 4: 51 – 56  
14  L09: Classical perfect gases Ch 5: 58 – 68  
19  L10: Quantum perfect gases Ch 5: 68 – 74  
21  L11: Quantum perfect gases at low temperatures Ch 5: 74 – 83  
26  L12: Imperfect gases – classical virial expansion Ch 6: 85 – 95  
28  L13: Imperfect gases – cluster expansion I Ch 6: 95 – 101  
Mar 4  L14: Imperfect gases – cluster expansion II Ch 6: 102 – 108  
L15: Imperfect gases – cluster expansion III Ch 6: 108 – 115  
  * Spring Break *    
18  L16: Imperfect gases – Gross-Pitaevskii-Bogoliubov theory Ch 6: 115 – 124  
20  L17: Fluids I – n-particle distribution functions Ch 7: 125 – 132  
25  L18: Fluids II Ch 7: 133 – 144  
27  L19: Quantum liquids and solids I Ch 8: 145 – 153  
Apr 1  L20: Quantum liquids and solids II Ch 8: 153 – 160  
L21: Monte Carlo simulations additional material  
L22: Phase transitions I Ch 9: 161 – 167  
10  L23: Phase transitions II Ch 9: 168 – 177  
15  L24: Phase transitions III Ch 9: 177 – 189  
17  L25: Hydrodynamics Ch 10: 195 – 199  
22  L26: Fluctuation-dissipation relations I Ch 10: 199 – 206  
24  L27: Fluctuation-dissipation relations II Ch 10: 206 – 215  
29  L28:    
May 1  L29:    
May 5  Monday, 8:00 a.m., Final Exam


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page by luca bombelli <bombelli at olemiss.edu>, modified 2 may 2008