Statistical mechanics of elasticity
- Title
- Statistical mechanics of elasticity / J.H. Weiner.
- Published by
- New York : Wiley, ©1983.
- Author
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Displaying 1 item
Status | Format | Access | Call number | Item location |
---|---|---|---|---|
Status | FormatText | AccessUse in library | Call numberQC191 .W39 1983 | Item locationOff-site |
Details
- Description
- xii, 439 pages; 25 cm
- Subject
- Contents
- Classical Theory -- Thermoelasticity from the Continuum Viewpoint -- Kinematics of Continua -- Mechanics -- Thermodynamics -- Various Thermodynamic Potentials -- Thermoelastic Stress-Strain Relations -- Thermoelastic Relations for Small Changes from Reference State -- Related Thermodynamic Functions -- Elastic Constants in Terms of Displacement Gradients -- Isotropic Solids -- Notation of Thurston (1964) -- Concepts of Classical Statistical Mechanics -- Hamiltonian Mechanics -- Use of Statistics in Statistical Mechanics -- Phase Functions and Time Averages -- Phase Space Dynamics of Isolated Systems -- Systems in Weak Interaction -- Canonical Distribution -- Time Averages versus Ensemble Averages -- Corresponding Concepts in Thermodynamics and Statistical Mechanics -- Empirical Temperature -- Quasi-Static Process -- Phase Functions for Generalized Forces -- First Law of Thermodynamics -- Second Law of Thermodynamics -- Use of Mechanical Variables as Controllable Parameters -- Fluctuations -- Partition Function Relations -- Continuum Formulations of Nonuniform Processes -- Equipartition Theorem -- Entropy from the Information Theory Viewpoint -- Crystal Elasticity -- Bravais Lattices -- The Atomistic Concept of Stress in a Perfect Crystal -- Harmonic and Quasi-Harmonic Approximations -- Thermoelastic Stress-Strain Relations Based on the Harmonic Approximation -- Cauchy Relations -- Stress Ensemble -- Linear Chain with Nearest Neighbor Interactions -- Lattice Dynamics and Crystal Elasticity -- Rubber Elasticity, I.
- Relative Roles of Internal Energy and Entropy -- Atomic Structure of Long-Chain Molecules and Networks -- One-Dimensional Polymer Model -- Three-Dimensional Polymer Models -- Network Theory of Rubber Elasticity -- Rubber Elasticity, II -- Curvilinear Coordinates -- Geometric Constraints -- Curvilinear Coordinates for Stressed Polymer Chains -- Rigid and Flexible Polymer Models -- Use of S = k log p for Stretched Polymers -- Strain Ensemble for Short Freely Jointed Chains -- Stress Ensemble for Chain Molecules -- Statistical Mechanics of Phantom Networks -- Addendum: Atomic View of Stress in Polymer Systems -- Rate Theory in Solids -- Impurity Atom Diffusion -- A Simple One-Dimensional Rate Theory -- Exact Normalization -- Many Degrees of Freedom -- Transition-State Assumption -- Brownian Motion -- Kramers Rate Formula -- Quantum Theory -- Basic Concepts of Quantum Mechanics -- Structure of Classical Mechanics -- Structure of Quantum Mechanics -- Consequences of the Fourier Transform Relation between [psi subscript x](x) and [psi subscript p](p) -- Extension to Three-Dimensional Motion and to N Particles -- Hydrodynamic Analogy to Quantum Mechanics -- Initial-Value Problems -- Aspects of the Measurement Process -- Some Examples of Stationary States -- Tensor Product of Two Spaces -- Electron Spin -- Identical Particles and the Pauli Principle -- Interatomic Interactions -- Hydrogen Molecule -- Adiabatic Approximation -- Hellmann-Feynman Theorem -- Harmonic Elastic Moduli Based on Hellmann-Feynman Theorem.
- Categories of Interatomic Force Laws -- Quantum Statistical Effects -- Quantum Statistical Mechanics -- Quantum Statistical Effects in Crystals -- Quantum Statistics for Polymer Models -- Gaussian Wave Packet Dynamics -- Canonical Ensemble in Terms of Coherent States -- Quantum Effects on Rate Processes.
- Owning institution
- Princeton University Library
- Note
- "A Wiley-Interscience publication."
- Includes index.
- Bibliography (note)
- Bibliography: p. 421-429.