Molecular dynamics with coupling to an external bath
Молекулярная динамика с учетом связи с внешней термостатной/баростатной средой
1984-10-15
SCID: 54.1/2qg4h3xh
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constant pressure couplingconstant temperature couplingleap-frog algorithmmolecular dynamics
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Abstract (AI)
In molecular dynamics (MD) simulations the need often arises to maintain such parameters as temperature or pressure rather than energy and volume, or to impose gradients for studying transport properties in nonequilibrium MD. A method is described to realize coupling to an external bath with constant temperature or pressure with adjustable time constants for the coupling. The method is easily extendable to other variables and to gradients, and can be applied also to polyatomic molecules involving internal constraints. The influence of coupling time constants on dynamical variables is evaluated. A leap-frog algorithm is presented for the general case involving constraints with coupling to both a constant temperature and a constant pressure bath.
Key Findings
1
A leap-frog algorithm is provided for constrained systems that couples simultaneously to both a constant-temperature and a constant-pressure bath.
2
A method is presented to couple molecular dynamics simulations to an external bath maintaining constant temperature or constant pressure with adjustable coupling time constants.
3
The coupling method is easily extendable to other variables, to impose gradients for nonequilibrium MD, and applicable to polyatomic molecules with internal constraints.
4
The paper evaluates how the choice of coupling time constants influences dynamical variables in simulations.
Research Object
Molecular dynamics simulation system coupled to an external thermostat and barostat
Research Subject
Method for coupling MD to external baths (constant temperature and/or pressure) with adjustable coupling time constants, its extension to other variables and gradients, handling of polyatomic molecules with constraints, and effects of coupling time constants on dynamical variables including a leap-frog algorithm for constrained systems
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1984-10-15
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