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PHY 418: Statistical Mechanics I
Prof. S. Teitel stte@pas.rochester.edu ---- Spring 2020

April

January | February | March | April | May

Sunday Monday Tuesday Wednesday Thursday Friday Saturday
  1

lecture 20

The quantized harmonic oscillator as bosons, the Debye model for the specific heat of a solid

2 3

MIDTERM EXAM, 10:30 - 12:30 pm

4
5 6

lecture 21

Black body radiation, the quantum ideal gas, standard functions, pressure, particle density, energy

7 8

lecture 22

Leading quantum correction to the ideal gas equation of state, the degenerate Fermi gas, Sommerfeld model for conduction electrons in a metal, Fermi energy, ground state energy, specific heat

Supplement

The Sommerfeld expansion for a degenerate Fermi gas

9 10 11
12 13

lecture 23

Chemical potential of a degenerate Fermi gas at finite temperature, Pauli paramagnetism

14 15

lecture canceled

HW #6 due

16 17

lecture 24

The ideal Bose gas, Bose-Einstein condensation in an ideal gas of free bosons

make-up lecture, 10:25 - 11:40 am

18
19 20

lecture 25

Classical spin models, constant magnetization vs constant magnetic field ensembles, broken symmetry and the possibility for a phase transition in the thermodynamic limit

21 22

lecture 26

Ising phase diagram, mean-field solution of the Ising model

HW #7 due

23 24 25
26 27

lecture 27

Mean-field solution and critical exponents of the Ising model

28 29

lecture 28

Maxwell construction, lattice-gas model, exact solution of the one dimensional Ising model

Supplemental Notes

Fluctuations, correlation length, Landau theory, Landau-Ginzburg approach, corelation function, upper critical dimension

classes end

HW #8 due

30

reading period begins