Unit 1 · 0/5 Ensembles Revisited
1.1 this The Microcanonical Ensemble Revisited 1.2 opens A System in a Heat Bath: Deriving the Boltzmann Factor 1.3 The Gibbs Entropy and the Free Energy 1.4 opens Equivalence of Ensembles: How Sharp Is the Energy? 1.5 Classical Partition Functions and Equipartition
Unit 2 · 0/6 Interacting Gases and the van der Waals Equation
2.1 Intermolecular Potentials and the Lennard-Jones Model 2.2 The Configuration Integral and the Mayer Function 2.3 The Second Virial Coefficient 2.4 The van der Waals Equation of State 2.5 The Maxwell Construction and Liquid–Gas Coexistence 2.6 The Critical Point and the Law of Corresponding States Unit 3 · 0/8 The Ising Model and Phase Transitions
3.1 The Ising Model and the Lattice Gas 3.2 The One-Dimensional Ising Chain 3.3 The Transfer Matrix Statistical Physics II, Extended 3.4 Mean-Field Theory and Spontaneous Magnetization 3.5 The Phase Diagram, Hysteresis and First-Order Transitions 3.6 Landau Theory: The Free-Energy Landscape 3.7 Critical Exponents, Universality and Onsager's Solution 3.8 Ginzburg–Landau Theory: Domain Walls and the Correlation Length Statistical Physics II, Extended Unit 4 · 0/5 The Grand Canonical Ensemble
4.1 The Grand Potential and the Fugacity 4.2 Adsorption and the Langmuir Isotherm 4.3 Particle-Number Fluctuations 4.4 The Quantum Ideal Gases from the Grand Ensemble 4.5 Chemical Equilibrium and the Saha Equation Statistical Physics II, Extended Unit 5 · 0/6 Fluctuations and Response
5.1 Cumulants and Extensive Fluctuations 5.2 Energy Fluctuations and the Heat Capacity 5.3 Volume Fluctuations and the Compressibility 5.4 Fluctuations and Response: The Susceptibility 5.5 opens Einstein's Theory of Fluctuations 5.6 Critical Opalescence and Correlations Near a Critical Point Statistical Physics II, Extended Unit 6 · 0/5 Bose Gases: Photons, Phonons and Condensation
6.1 The Photon Gas: Free Energy and Radiation Pressure 6.2 Phonons and the Einstein Solid 6.3 The Debye Model 6.4 The Ideal Bose Gas Below the Condensation Temperature 6.5 Bose–Einstein Condensation as a Phase Transition Unit 7 · 0/6 Interacting Bosons and Superfluidity
7.1 Helium-4 and the Lambda Transition 7.2 Landau's Criterion and the Critical Velocity 7.3 The Two-Fluid Model and Second Sound 7.4 Bogoliubov Theory: Phonons in a Weakly Interacting Bose Gas 7.5 The Gross–Pitaevskii Equation and the Healing Length Statistical Physics II, Extended 7.6 Quantized Vortices Statistical Physics II, Extended Unit 8 · 0/6 Fermi Gases: Metals, Stars and Semiconductors
8.1 The Sommerfeld Expansion 8.2 Pauli Paramagnetism 8.3 Relativistic Fermi Gases: The Chandrasekhar Limit and Neutron Stars 8.4 Electrons in a Periodic Potential: Bands and Gaps 8.5 Semiconductors: Electrons, Holes and the Law of Mass Action 8.6 The p–n Junction and the Diode Unit 9 · 0/7 Transport and Noise
9.1 Mean Free Path and the Kinetic Theory of Transport 9.2 Diffusion and the Continuity Equation 9.3 Heat Conduction 9.4 The Boltzmann Equation and the Relaxation-Time Approximation 9.5 Conduction in a Metal and the Hall Effect 9.6 The Einstein Relation Between Mobility and Diffusion 9.7 Noise and Its Spectrum: Johnson and Shot Noise Unit 10 · 0/6 Stochastic Dynamics
10.1 Random Walks and the Diffusion Limit Statistical Physics II, Extended 10.2 Markov Chains and the Master Equation Statistical Physics II, Extended 10.3 Brownian Motion and the Langevin Equation Statistical Physics II, Extended 10.4 The Velocity Autocorrelation and the Fluctuation–Dissipation Theorem Statistical Physics II, Extended 10.5 The Fokker–Planck Equation Statistical Physics II, Extended 10.6 Escape over a Barrier: Kramers' Rate Statistical Physics II, Extended