An Introduction to Thermal Physics (Schroeder)¶
- Introduction
- 1.1 Thermal Equilibrium
- 1.2 The Ideal Gas
- 1.3 Equipartition of Energy
- 1.4 Heat and Work
- 1.5 Compression Work
- 1.6 Heat Capacities
- 1.7 Rates of Processes
- 2.1 Two-State Systems
- 2.2 The Einstein Model of a Solid
- 2.3 Interacting Systems
- 2.4 Large Systems
- 2.5 The Ideal Gas
- 2.6 Entropy
- 3.1 Temperature
- 3.2 Entropy and Heat
- 3.3 Paramagnetism
- 3.4 Mechanical Equilibrium and Pressure
- 3.5 Diffusive Equilibrium and Chemical Potential
- 3.6 Summary and a Look Ahead
- 4.1 Heat Engines
- 4.2 Refrigerators
- 4.3 Real Heat Engines
- 4.4 Real Refrigerators
- 5.1 Free Energy as Available Work
- 5.2 Free Energy as a Force Towards Equilibrium
- 5.3 Phase Transformations of Pure Substances
- 5.4 Phase Transformations of Mixtures
- 5.5 Dilute Solutions
- 5.6 Chemical Equilibrium
- 6.1 The Boltzmann Factor
- 6.2 Average Values
- 6.3 The Equipartition Theorem
- 6.4 The Maxwell Speed Distribution
- 6.5 Partition Functions and Free Energy
- 6.6 Partition Functions for Composite Systems
- 6.7 Ideal Gas Revisited
- 7.1 The Gibbs Factor
- 7.2 Bosons and Fermions
- 7.3 Degenerate Fermi Gases
- 7.4 Blackbody Radiation
- 7.5 Debye Theory of Solids
- 7.6 Bose-Einstein Condensation
- 8.1 Weakly Interacting Gases
- 8.2 The Ising Model of a Ferromagnet
- A.1 Evidence for Wave-Particle Duality
- A.2 Wavefunctions
- A.3 Definite-Energy Wavefunctions
- A.4 Angular Momentum
- A.5 Systems of Many Particles
- A.6 Quantum Field Theory
- B.1 Gaussian Integrals
- B.2 The Gamma Function
- B.3 Stirling’s Approximations
- B.4 Area of a d-Dimensional Hypersphere
- B.5 Integrals of Quantum Statistics