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Lec 14: Landau Diamagnetism
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Classroom Contents
Introduction to Statistical Mechanics
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- 1 Introduction to Statistical Mechanics [Introduction Video]
- 2 Lec 1: Prerequisites and Introduction
- 3 Lec 2: Combinatorics and Entropy
- 4 Lec 3: Method of steepest descent
- 5 Lec 4: Bose and Fermi gases
- 6 Lec 5: Maxwell Boltzmann distribution
- 7 Lec 6: Thermodynamic potentials
- 8 Lec 7: Legendre transformation
- 9 Lec 8: Specific heats of quantum gases
- 10 Lec 9: Low and high temperature equations of state
- 11 Lec 10: Chandrasekhar Limit
- 12 Lec 11: Radiation thermodynamics
- 13 Lec 12: Thermodyamics of black holes
- 14 Lec 13: Van der Waals fluid
- 15 Lec 14: Landau Diamagnetism
- 16 Lec 15: Relations between ensembles and Theory of Paramagnetism
- 17 Lec 16:- Ferromagnetism
- 18 Lec 17:- Correlations and Mean Field
- 19 Lec 18: Theories of Specific Heat of Solids
- 20 Lec 19: Tutorial I
- 21 Lec 20:- Tutorial-II
- 22 Lec 21:- Tutorial-III
- 23 Lec 22:- Tutorial-IV
- 24 Lec 23:- Tutorial-V
- 25 Lec 24:- RG method Ising model
- 26 Lec 25:- Introduction to Second Quantisation: Harmonic Oscillator
- 27 Lec 26:- Quantum Theory of EM Field- I
- 28 Lec 27:- Quantum Theory of EM Field- II
- 29 Lec 28:- Creation and Annihilation in Fock Space- I
- 30 Lec 29:- Creation and Annihilation in Fock Space- II
- 31 Lec 30:- Green functions in many particle systems
- 32 Lec 31:- Second quantised hamiltonians
- 33 Lec 32:- Current algebra
