A stochastic basis for isothermal equilibrium and nonequilibrium chemical thermodynamics
C. W. Gardiner
Abstract
C. W. Gardiner
Abstract
The equilibrium and nonequilibrium thermodynamics of diffusing chemically reacting systems is shown to be derivable from a stochastic master equation basis. The simple combinatorial form of transition probabilities is shown to give the ideal system limit of chemical thermodynamics in equilibrium situation, and thus provide the natural generalization of these to nonequilibrium situations.
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The equilibrium and nonequilibrium thermodynamics of diffusing chemically reacting systems is shown to be derivable from a stochastic master equation basis. The simple combinatorial form of transition probabilities is shown to give the ideal system limit of chemical thermodynamics in equilibrium situation, and thus provide the natural generalization of these to nonequilibrium situations.
Key concepts: Non-equilibrium thermodynamics, Thermodynamics, Statistical physics, Basis (linear algebra), Generalization, Isothermal process, Equilibrium thermodynamics, Limit (mathematics)