Problems in Thermodynamics and Statistical Physics

SAGE PUBLICATIONSISBN: 9780850861389

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Edited by Peter T. Landsberg
Imprint:
PION LTD
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Format:
PAPERBACK
Dimensions:
228 x 152 mm
Weight:

Pages:
588

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Description

The laws of thermodynamics; statistical theory of information and of ensembles; statistical mechanics of ideal systems; ideal classical gases of polyatomic molecules; ideal relativistic classical and quantum gases; non-electrolyte liquids and solutions; phase stability, co-existence, and criticality; surfaces; the imperfect classical gas; the imperfect quantum gas; phase transitions; cooperative phenomena; green function methods; the plasma; negative temperatures and population inversion; recombination rate theory in semiconductors; transport in gases; transport in metals; transport in semiconductors; fluctuations of energy and number of particles; fluctuations of general classical mechanical variables; fluctuations of thermodynamics variables; time dependence of fluctuations - correlation functions, power spectra, Wiener-Khintchine relations; Nyquist's theorem and its generalizations; Onsager relations; stochastic methods - master equation and Fokker-Planck equation; ergodic theory, H-theorems, recurrence problems; variational principles and minimum entropy production.

The laws of thermodynamics; statistical theory of information and of ensembles; statistical mechanics of ideal systems; ideal classical gases of polyatomic molecules; ideal relativistic classical and quantum gases; non-electrolyte liquids and solutions; phase stability, co-existence, and criticality; surfaces; the imperfect classical gas; the imperfect quantum gas; phase transitions; cooperative phenomena; green function methods; the plasma; negative temperatures and population inversion; recombination rate theory in semiconductors; transport in gases; transport in metals; transport in semiconductors; fluctuations of energy and number of particles; fluctuations of general classical mechanical variables; fluctuations of thermodynamics variables; time dependence of fluctuations - correlation functions, power spectra, Wiener-Khintchine relations; Nyquist's theorem and its generalizations; Onsager relations; stochastic methods - master equation and Fokker-Planck equation; ergodic theory, H-theorems, recurrence problems; variational principles and minimum entropy production.

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