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Explicit reversible integrators for extended systems dynamics

Molecular Physics · 1996 · Vol. 87(5) · pp. 1117–1157
Glenn MartynaMark E. TuckermanDouglas J. TobiasMichael L. Klein

Abstract

Explicit reversible integrators, suitable for use in large-scale computer simulations, are derived for extended systems generating the canonical and isothermal-isobaric ensembles. The new methods are compared with the standard implicit (iterative) integrators on some illustrative example problems. In addition, modification of the proposed algorithms for multiple time step integration is outlined.

Numerical methods for differential equationsModel Reduction and Neural NetworksQuantum chaos and dynamical systemsIntegratorComputer scienceIsobaric processMolecular dynamicsIsothermal processDynamics (music)Applied mathematicsAlgorithmMathematicsComputational chemistry
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Physical review. A, General physics · 1985 · 22,861 citations
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Proceedings of the American Mathematical Society · 1959 · 2,029 citations
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The Journal of Chemical Physics · 1984 · 18,423 citations
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