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The formal expression given by Eq. (81) for the Gibbs entropy of an isobaric-
isothermal ensemble can be rearranged to read <3€> + P(V) = -£-' In MP, N, (3) +
(M)-'S (82) This result is formally similar to the thermodynamic relations H = E +
One need only replace the quantum ensemble averages by classical ensemble
averages and reinterpret the classical grand canonical partition function as a
quantum grand canonical partition function. E. Thermodynamic Equivalence ...
C. Relation between Thermodynamics and Statistical Mechanics 1. Classical
Systems In Section III, B.I, the maximum entropy principle was used to construct
the density distribution function p characterizing the macroscopic state of some ...
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Seismology Observational 17 Stochastic Description
Seismology Theoretical 47 Solar Chimneys
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