晶体与液体统计物理学
2002-12
Penguin
Wallace, Duane C.
312
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This important book presents a unified formulation from first principles of the Hamiltonian and statistical mechanics of metallic and insulating crystals, amorphous solids, and liquids. Extensive comparison of theory and experiment provides an accurate understanding of the statistical properties of phonons, electrons, and phonon-phonon and electron-honon interactions in elemental crystals and liquids. Questions are posed along the following lines: What is the "best" theory for a given property? How accurate is a good theory? What information is gained by a comparison of theory and experiment? How accurate is a good experiment?
PrefaceChapter 1 Condensed Matter Hamiltonian 1 NATURE OF CONDENSED MATTER 2 DENSITY FUNCTIONAL THEORY 3 ELECTRONIC EXCITED STATES IN METALS 4 TOTAL HAMILTONIAN 5 NEARLY-FREE-ELECTRON METALSChapter 2 Statisical Mechanics 6 AVERAGING TECHNIQUES 7 QUANTUM STATISTICAL MECHANICS 8 THERMOELASTICITY 9 CLASSICAL STATISTICS:DERIVATION 10 CLASSICAL STATISTICS:APPLICATIONS 11 INTERPRETATION OF STATISTICAL MECHANICSChapter 3 Lattice Dynamics 12 LATTICE STATICS 13 QUASIHARMONIC PHONONS 14 THEORY AND EXPERIMENT 15 EXPERIMENTAL PHONON DATAChapter 4 Statistical Mechanics of Crystals 16 QUANTUM NUCLEAR MOTION 17 CLASSICAL NUCLEAR MOTION 18 ELECTRONIC EXCITATIONS 19 LEARNING FROM THERMODYNAMIC DATA 20 CRYSTAL EQUATION OF STATEChapter 5 Liquid Dynamics and Statistical Mechanics 21 CONFIGURATIONAL CORRELATIONS IN A MONATOMIC LIQUID 22 MELTING OF ELEMENTS 23 LIQUID DYNAMICS THEORY 24 VERIFICATION FROM COMPUTER SIMULATIONS 25 LIQUID EQUATION OF STATEChapter 6 Phase Transitions and Nonequilibrium Processes 26 THEORETICAL ANALYSIS OF PHASE TRANSITIONS 27 NONEQUILIBRIUM PROCESSESBibliographyIndex
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