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Edition: 76

Copyright: 1976

Publisher: Harpercollins College Division

Published: 1976

International: No

Copyright: 1976

Publisher: Harpercollins College Division

Published: 1976

International: No

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This introduction to statistical mechanics offers comprehensive coverage of equilibrium and nonequilibrium topics. Including discussion of liquid theory; including perturbation theory, and two lengthy chapters on time-correlation functions. Explanations of necessary mathematics in appendices, applications and frequent comparisons to experimental data, 30 to 40 chapter problems, complete chapter bibliographies, and a computer program for the radial distribution function of hard-sphere fluids that assists in making reliable calculations are included.

**1 Introduction and Review **

**2 The Canonical Ensemble **

**3 Other Ensembles and Fluctuations **

**4 Bolzmann Statistics, Fermi-Dirac Statistics, and Bose-Einstein Statistics **

**5 Ideal Monatomic Gas **

**6 Ideal Diatomic Gas **

**7 Classical Statistical Mechanics **

**8 Ideal Polyatomic Gas **

**9 Chemical Equilibrium **

**10 Quantum Statistics **

**11 Crystals **

**12 Imperfect Gases **

**13 Distribution Functions in Classical Monatomic Liquids **

**14 Perturbation Theories of Liquids **

**15 Solutions of Strong Electrolytes **

**16 Kinetic Theory of Gases and Molecular Collisions **

**17 Continuum Mechanics **

**18 Kinetic Theory of Gases and the Bolzmann Equation **

**19 Transport Processes in Dilute Gases **

**20 Theory of Brownian Motion **

**21 The Time-Correlation Function Formalism, I **

**22 The Time-Correlation Function Formalism, II **

Appendices

Index

Summary

This introduction to statistical mechanics offers comprehensive coverage of equilibrium and nonequilibrium topics. Including discussion of liquid theory; including perturbation theory, and two lengthy chapters on time-correlation functions. Explanations of necessary mathematics in appendices, applications and frequent comparisons to experimental data, 30 to 40 chapter problems, complete chapter bibliographies, and a computer program for the radial distribution function of hard-sphere fluids that assists in making reliable calculations are included.

Table of Contents

**1 Introduction and Review **

**2 The Canonical Ensemble **

**3 Other Ensembles and Fluctuations **

**4 Bolzmann Statistics, Fermi-Dirac Statistics, and Bose-Einstein Statistics **

**5 Ideal Monatomic Gas **

**6 Ideal Diatomic Gas **

**7 Classical Statistical Mechanics **

**8 Ideal Polyatomic Gas **

**9 Chemical Equilibrium **

**10 Quantum Statistics **

**11 Crystals **

**12 Imperfect Gases **

**13 Distribution Functions in Classical Monatomic Liquids **

**14 Perturbation Theories of Liquids **

**15 Solutions of Strong Electrolytes **

**16 Kinetic Theory of Gases and Molecular Collisions **

**17 Continuum Mechanics **

**18 Kinetic Theory of Gases and the Bolzmann Equation **

**19 Transport Processes in Dilute Gases **

**20 Theory of Brownian Motion **

**21 The Time-Correlation Function Formalism, I **

**22 The Time-Correlation Function Formalism, II **

Appendices

Index

Publisher Info

Publisher: Harpercollins College Division

Published: 1976

International: No

Published: 1976

International: No

**1 Introduction and Review **

**2 The Canonical Ensemble **

**3 Other Ensembles and Fluctuations **

**4 Bolzmann Statistics, Fermi-Dirac Statistics, and Bose-Einstein Statistics **

**5 Ideal Monatomic Gas **

**6 Ideal Diatomic Gas **

**7 Classical Statistical Mechanics **

**8 Ideal Polyatomic Gas **

**9 Chemical Equilibrium **

**10 Quantum Statistics **

**11 Crystals **

**12 Imperfect Gases **

**13 Distribution Functions in Classical Monatomic Liquids **

**14 Perturbation Theories of Liquids **

**15 Solutions of Strong Electrolytes **

**16 Kinetic Theory of Gases and Molecular Collisions **

**17 Continuum Mechanics **

**18 Kinetic Theory of Gases and the Bolzmann Equation **

**19 Transport Processes in Dilute Gases **

**20 Theory of Brownian Motion **

**21 The Time-Correlation Function Formalism, I **

**22 The Time-Correlation Function Formalism, II **

Appendices

Index