Results 311 to 320 of about 5,300,854 (366)
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Statistical Mechanics of Irreversibility
Physical Review, 1952The fluctuation-dissipation theorem relating spontaneous equilibrium fluctuations to the conductance in a dissipative thermodynamic system is extended to the case of several variables, using a quantum statistical analysis. The conductance matrix is shown to be subject to certain symmetry relations, providing a generalization of the Onsager reciprocity ...
Callen, Herbert B. +2 more
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First-Principles Statistical Mechanics of Multicomponent Crystals
Annual review of materials research (Print), 2018The importance of configurational, vibrational, and electronic excitations in crystalline solids of technological interest makes a rigorous treatment of thermal excitations an essential ingredient in first-principles models of materials behavior.
Anton Van der Ven +3 more
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Generalized Statistical Mechanics
Physical Review, 1951In this paper, a start is made toward the development of a statistical mechanics that will be suited to the treatment of dynamic changes in thermodynamic systems and which, at the same time, will be in the appropriate form for a relativistically invariant theory.
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Statistical mechanics of cracks
Physical Review E, 1996This paper describes a formalism designed to answer questions about Hamiltonian systems in contact with a heat bath. The formalism is applied to a simple model of fracture to find, first, the rate at which a crack creeps through a brittle body as a result of thermal fluctuations and, second, the rate at which the crack jumps from creeping to rapid ...
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An Introduction to Quantum Statistical Mechanics
Lectures on Quantum Mechanics, 2020A. Joye
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Statistical Mechanics of Viscoelasticity
Physical Review, 1965DeVault, G., McLennan, J.
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Bayesian Statistics and Statistical Mechanics
1989In this note we give a brief exposition of a fruitful interaction between statistical mechanics and modern statistical methods which might be rather unfamiliar to most physicists. Details of the author’s contribution will appear in forthcoming papers [1,2].
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