Molecular Dynamics of Yukawa System (Dust Plasma) with Deformable Periodic Boundary Conditions: Formulation
Hiroo Totsuji, Yoshihiko Inoue, Tokunari Kishimoto, Chieko Totsuji, Shigetoshi Nara
Abstract
Open-access reader
Hiroo Totsuji, Yoshihiko Inoue, Tokunari Kishimoto, Chieko Totsuji, Shigetoshi Nara
Abstract
Open-access reader
Molecular dynamics of the Yukawa system, the system of particles interacting via the Yukawa or the screened Coulomb potential, are formulated for various statistical ensembles and external conditions. The Yukawa potential smoothly interpolates the long-range Coulomb and the short-range interactions by adjusting a single parameter, the screening length. In order to reduce the effect of boundaries, the periodic boundary conditions are imposed and the deformations of the fundamental vectors of periodicity are taken into account. Ewald-type expressions for interaction energy, force, and kinematic pressure are given explicitly.
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Molecular dynamics of the Yukawa system, the system of particles interacting via the Yukawa or the screened Coulomb potential, are formulated for various statistical ensembles and external conditions. The Yukawa potential smoothly interpolates the long-range Coulomb and the short-range interactions by adjusting a single parameter, the screening length. In order to reduce the effect of boundaries, the periodic boundary conditions are imposed and the deformations of the fundamental vectors of periodicity are taken into account. Ewald-type expressions for interaction energy, force, and kinematic pressure are given explicitly.
Key concepts: Yukawa potential, Coulomb, Molecular dynamics, Physics, Periodic boundary conditions, Classical mechanics, Range (aeronautics), Boundary (topology)