A non-equilibrium free energy theorem for deterministic systems

Date

2003

Authors

Evans, Denis

Journal Title

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Volume Title

Publisher

Taylor & Francis Group

Abstract

Jarzynski and Crooks have recently shown that equilibrium free energy differences can be computed from non-equilibrium thermodynamic path integrals. In the present paper we give a new derivation of this extraordinary relation. Our derivation which is valid for time reversible deterministic systems highlights the close relationship between the non-equilibrium free energy theorems and the fluctuation theorem.

Description

Keywords

Keywords: Free energy; Hamiltonians; Mathematical transformations; Phase equilibria; Probability; Thermodynamic properties; Deterministic systems; Fluctuation theorem; Logarithms; Molecular physics

Citation

Source

Molecular Physics

Type

Journal article

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