Jeans's primary aim with the first edition of his book, originally published in 1904, was to 'develop the theory of gases upon as exact a mathematical basis as possible'.
Jeans's primary aim with the first edition of his book, originally published in 1904, was to 'develop the theory of gases upon as exact a mathematical basis as possible'.
1. Introductory chapter Part I. Mathematical Theory of a Gas in a Steady State: 2. The method of collisions 3. The method of statistical mechanics 4. Comparison between the methods of the two preceding chapters 5. General statistical mechanics and thermodynamics Part II. Physical Properties of a Gas in a Steady State: 6. Temperature, pressure, etc. 7. Mass motion, thermodynamics, calorimetry and dissociation Part III. Mathematical Theory of a Gas not in a Steady State: 8. Boltzmann's equation, etc. 9. Maxwell's theory 10. The free path Part IV. Physical Phenomena of a Gas not in a Steady State: 11. Viscosity 12. Conduction of heat 13. Diffusion 14. The evidence of the kinetic theory as to the size of molecules 15. Aerostatics and planetary atmospheres Part V. Radiation and the Quantum Theory: 16. Statistical mechanics and the partition of energy in continuous media 17. Radiation and the quantum theory 18. Quantum dynamics.
1. Introductory chapter Part I. Mathematical Theory of a Gas in a Steady State: 2. The method of collisions 3. The method of statistical mechanics 4. Comparison between the methods of the two preceding chapters 5. General statistical mechanics and thermodynamics Part II. Physical Properties of a Gas in a Steady State: 6. Temperature, pressure, etc. 7. Mass motion, thermodynamics, calorimetry and dissociation Part III. Mathematical Theory of a Gas not in a Steady State: 8. Boltzmann's equation, etc. 9. Maxwell's theory 10. The free path Part IV. Physical Phenomena of a Gas not in a Steady State: 11. Viscosity 12. Conduction of heat 13. Diffusion 14. The evidence of the kinetic theory as to the size of molecules 15. Aerostatics and planetary atmospheres Part V. Radiation and the Quantum Theory: 16. Statistical mechanics and the partition of energy in continuous media 17. Radiation and the quantum theory 18. Quantum dynamics.
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