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Preface; 1. Introduction; Part I. Fundamentals of Statistical Thermodynamics: 2. Probability and statistics; Problem set I. Probability theory and statistical mathematics; 3. The statistics of independent particles; 4. Thermodynamics properties in the dilute limit; Problem set II. Statistical modeling for thermodynamics; Part II. Quantum Mechanics and Spectroscopy: 5. Basics of quantum mechanics; 6. Quantum analysis of internal energy modes; 7. The spectroscopy of diatomic molecules; Problem set III. Quantum mechanics and spectroscopy; Part III. Statistical Thermodynamics in the Dilute Limit: 8. Interlude: from particle to assembly; 9. Thermodynamic properties of the ideal gas; Problem set IV. Thermodynamic properties of the ideal gas; 10. Statistical thermodynamics for ideal gas mixtures; 11. Concentration and temperature measurements; Problem set V. Chemical equilibrium and diagnostics; Part IV. Statistical Thermodynamics beyond the Dilute Limit: 12. Thermodynamics and information; 13. Elements of the solid state; 14. Equilibrium radiation; Problem set VI. The solid state and radiation; Part V. Non-Equilibrium Statistical Thermodynamics: 15. Elementary kinetic theory; 16. Kinetics of molecular transport; 17. Chemical kinetics; Problem set VII. Kinetic theory and molecular transport; Part VI. The Ensemble Method of Statistical Thermodynamics: 18. The canonical and grand canonical ensembles; 19. Applications of ensemble theory to real gases; Problem set VIII. Ensemble theory and the non-ideal gas; 20. Whence and whither; Part VII. Appendices; Index.

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