Statistical physics

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1. Verfasser: Guénault, Anthony M. (VerfasserIn)
Format: Buch
Sprache:English
Veröffentlicht: Dordrecht Springer 2007
Ausgabe:Reprint. rev. and enl. 2. ed.
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Datensatz im Suchindex

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adam_text Table of contents Preface ix 1 Basic ideas 1 1.1 The macrostate 1 1.2 Microstates 2 1.3 The averaging postulate 3 1.4 Distributions 4 1.5 The statistical method in outline 6 1.6 A model example 7 1.7 Statistical entropy and microstates 10 1.8 Summary 11 2 Distinguishable particles 13 2.1 The Thermal Equilibrium Distribution 14 2.2 What are a and ß l 17 2.3 A statistical definition of temperature 18 2.4 The boltzmann distribution and the partition function 21 2.5 Calculation of thermodynamic functions 22 2.6 Summary 23 3 Two examples 25 3.1 A Spin- j solid 25 3.2 Localized harmonic oscillators 36 3.3 Summary 40 4 Gases: the density of states 43 4.1 Fitting waves into boxes 43 4.2 Other information for statistical physics 47 4.3 An example - helium gas 48 4.4 Summary 49 5 Gases: the distributions 51 5.1 Distribution in groups 51 5.2 Identical particles - fermions and bosons 53 5.3 Counting microstates for gases 55 5.4 The three distributions 58 5.5 Summary 61 vi Table of contents 6 Maxwell-Boltzmann gases 63 6.1 The validity of the Maxwell-Boltzmann limit 63 6.2 The Maxwell-Boltzmann distribution of speeds 65 6.3 The connection to thermodynamics 68 6.4 Summary 71 7 Diatomic gases 73 7.1 Energy contributions in diatomic gases 73 7.2 Heat capacity of a diatomic gas 75 7.3 The heat capacity of hydrogen 78 7.4 Summary 81 8 Fermi-Dirac gases $3 8.1 Properties of an ideal Fermi-Dirac gas 84 8.2 Application to metals 91 8.3 Application to helium-3 92 8.4 Summary 95 9 Bose-Einstein gases 97 9.1 Properties of an ideal Bose-Einstein gas 97 9.2 Application to helium-4 101 9.3 Phoney bosons 104 9.4 A note about cold atoms Ю9 9.5 Summary 109 10 Entropy in other situations Ш 10.1 Entropy and disorder 111 10.2 An assembly at fixed temperature 114 10.3 Vacancies in solids 116 11 Phase transitions U9 11.1 Types of phase transition 119 11.2 Ferromagnetism of a spin- 5 solid 120 11.3 Real ferromagnetic materials 126 11.4 Order-disorder transformations in alloys 127 12 Two new ideas 129 12.1 Statics or dynamics? 129 12.2 Ensembles - a larger view 132 13 Chemical thermodynamics 137 13.1 Chemical potential revisited 137 13.2 The grand canonical ensemble 139 13.3 Ideal gases in the grand ensemble 141 13.4 Mixed systems and chemical reactions 146 Table of contents vii 14 Dealing with interactions 153 14.1 Electrons in metals 154 14.2 Liquid helium-3: A Fermi liquid 158 14.3 Liquid heHum-4: A Bose liquid? 163 14.4 Real imperfect gases 164 15 Statistics under extreme conditions 169 15.1 Superfluid states in Fermi-Dirac systems 169 15.2 Statistics in astrophysical systems 174 Appendix A Some elementary counting problems 181 Appendix В Some problems with large numbers 183 Appendix С Some useful integrals 187 Appendix D Some useful constants 191 Appendix E Exercises 193 Appendix F Answers to exercises 199 Index 201
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physical XI, 204 S. graph. Darst.
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spellingShingle Guénault, Anthony M.
Statistical physics
Statistical physics
Statistische Physik (DE-588)4057000-9 gnd
subject_GND (DE-588)4057000-9
title Statistical physics
title_auth Statistical physics
title_exact_search Statistical physics
title_full Statistical physics by Tony Guénault
title_fullStr Statistical physics by Tony Guénault
title_full_unstemmed Statistical physics by Tony Guénault
title_short Statistical physics
title_sort statistical physics
topic Statistical physics
Statistische Physik (DE-588)4057000-9 gnd
topic_facet Statistical physics
Statistische Physik
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