) and the laws of thermodynamics before diving into statistical derivations.
Covers Bose-Einstein and Fermi-Dirac statistics, with applications to ideal gases and diatomic molecules. elementary statistical mechanics by gupta and kumar pdf
| | Title / Topic | | :--- | :--- | | I. Review of Thermodynamics and Kinetic Theory of Gases | | | A. | Thermodynamics | | B. | Application of Thermodynamics to Special System: Radiation | | II. | Kinetic Theory of Gases | | II. Classical Statistics | | | 1. | Basic Concepts | | 2. | Classical Distribution Law | | 3. | Method of Ensembles- I | | 4. | Methods of Ensembles- II | | III. Quantum Statistics | | | 5. | Basic Concepts | | 6. | Distribution Law | | 7. | Diatomic Molecules | | IV. Advanced Topics | | | 8. | Ideal Bose Einstein Gas | | 9. | Ideal Fermi Dirac Gas | | 10. | Transport Properties | | 11. | Irreversible Process: Onsager Relations and Applications | | 12. | Fluctuations in Thermodynamics Quantities | | 13. | Phase Transition | | 14. | Production and Measurement of Low Temperature | ) and the laws of thermodynamics before diving