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Constant pressure molecular dynamics algorithms

The Journal of Chemical Physics · 1994 · Vol. 101(5) · pp. 4177–4189
Glenn MartynaDouglas J. TobiasMichael L. Klein

Abstract

Modularly invariant equations of motion are derived that generate the isothermal–isobaric ensemble as their phase space averages. Isotropic volume fluctuations and fully flexible simulation cells as well as a hybrid scheme that naturally combines the two motions are considered. The resulting methods are tested on two problems, a particle in a one-dimensional periodic potential and a spherical model of C60 in the solid/fluid phase.

Material Dynamics and PropertiesProtein Structure and DynamicsHigh-pressure geophysics and materialsIsotropyInvariant (physics)Constant (computer programming)Isobaric processMolecular dynamicsIsothermal processStatistical physicsDynamics (music)Phase spacePhysics

Funding

  • National Science Foundation
  • National Institutes of Health
Citations
5,747
FWCI
8.92
field-weighted impact
References
23
Percentile
99%
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Citations per year
References
Constant pressure molecular dynamics for molecular systems
Molecular Physics · 1983 · 3,289 citations
Hoover <i>NPT</i> dynamics for systems varying in shape and size
Molecular Physics · 1993 · 1,111 citations
Canonical dynamics: Equilibrium phase-space distributions
Physical review. A, General physics · 1985 · 22,861 citations
A unified formulation of the constant temperature molecular dynamics methods
The Journal of Chemical Physics · 1984 · 18,423 citations
Reversible multiple time scale molecular dynamics
The Journal of Chemical Physics · 1992 · 3,560 citations
Constant-pressure equations of motion
Physical review. A, General physics · 1986 · 1,007 citations
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