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The Dynamical Theory of Gases: Cambridge Library Collection - Physical Sciences

Autor James Jeans
en Limba Engleză Paperback – 19 iul 2009
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'. Twenty years later and those theories were being revolutionised by Quantum Theory. In this fourth edition, Jeans does not attempt to avoid the discoveries of this topical science, but rather exposes the many difficulties that classical theory was experiencing, and how those problems disappeared with Quantum Theory. This edition therefore offers a fascinating insight into a field of physics in transition between two great models of physical science.
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Specificații

ISBN-13: 9781108005647
ISBN-10: 1108005640
Pagini: 460
Dimensiuni: 156 x 234 x 24 mm
Greutate: 0.64 kg
Ediția:Revised
Editura: Cambridge University Press
Colecția Cambridge University Press
Seria Cambridge Library Collection - Physical Sciences

Locul publicării:Cambridge, United Kingdom

Cuprins

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.

Descriere

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'.