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Statistical Theory of Heat - Nonequilibrium Phenomena (Paperback, Softcover reprint of the original 1st ed. 1989)
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Statistical Theory of Heat - Nonequilibrium Phenomena (Paperback, Softcover reprint of the original 1st ed. 1989)
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This text on the statistical theory of nonequilibrium phenomena
grew out of lecture notes for courses on advanced statistical
mechanics that were held more or less regularly at the Physics
Department of the Technical University in Munich. My aim in these
lectures was to incorporate various developments of many-body
theory made during the last 20-30 years, in particular the
correlation function approach, not just as an "extra" alongside the
more "classical" results; I tried to use this approach as a
unifying concept for the presentation of older as well as more
recent results. I think that after so many excellent review
articles and advanced treatments, correlation functions and memory
kernels are as much a matter of course in nonequilibrium
statistical physics as partition functions are in equilibrium
theory, and should be used as such in regular courses and
textbooks. The relations between correlation functions and earlier
vehicles for the formulation of nonequilibrium theory such as
kinetic equations, master equations, Onsager's theory, etc. , are
discussed in detail in this volume. Since today there is growing
interest in nonlinear phenomena I have included several chapters on
related problems. There is some nonlinear response theory, some
results on phenomenological nonlinear equations and some
microscopic applications of the nonlinear response formalism. The
main focus, however, is on the linear regime.
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