|   This is an introduction to statistical mechanics, intended to be used  either in an undergraduate physical chemistry course or by beginning  graduate students with little undergraduate background in the subject.  It assumes familiarity with thermodynamics, chemical kinetics, the  kinetic theory of gases, quantum mechanics and spectroscopy, at the  level at which these subjects are normally treated in undergraduate  physical chemistry. Highly illustrated with numerous exercises and  worked solutions, it provides a concise, up-to-date treatise of  statistical mechanics and is ideally suited to use in one semester  courses.
 Common terms and phrases:
 Boltzmann distribution Boltzmann factor Boltzmann statistics  Bose-Einstein statistics chemical potential degrees of freedom entropy  Fermi-Dirac statistics fermions grand partition function heat capacity  ideal gas molecular dynamics quantum mechanical statistical mechanics  virial coefficient
 
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