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在周期性边界条件下任意多体相互作用势能的压力和应力张量的一般公式。

General formulation of pressure and stress tensor for arbitrary many-body interaction potentials under periodic boundary conditions.

机构信息

Multiscale Dynamic Materials Modeling, Sandia National Laboratories, P.O. Box 5800, MS 1110, Albuquerque, New Mexico 87185-1110, USA.

出版信息

J Chem Phys. 2009 Oct 21;131(15):154107. doi: 10.1063/1.3245303.

Abstract

Three distinct forms are derived for the force virial contribution to the pressure and stress tensor of a collection of atoms interacting under periodic boundary conditions. All three forms are written in terms of forces acting on atoms, and so are valid for arbitrary many-body interatomic potentials. All three forms are mathematically equivalent. In the special case of atoms interacting with pair potentials, they reduce to previously published forms. (i) The atom-cell form is similar to the standard expression for the virial for a finite nonperiodic system, but with an explicit correction for interactions with periodic images. (ii) The atom form is particularly suited to implementation in modern molecular dynamics simulation codes using spatial decomposition parallel algorithms. (iii) The group form of the virial allows the contributions to the virial to be assigned to individual atoms.

摘要

三种不同的形式被推导出来,用于描述在周期性边界条件下相互作用的原子集合的压力和应力张量的 virial 力贡献。这三种形式都是用作用在原子上的力来表示的,因此适用于任意多体原子间势。这三种形式在数学上是等价的。在原子相互作用的对势能的特殊情况下,它们简化为以前发表的形式。(i)原子-胞元形式类似于有限非周期性系统中 virial 的标准表达式,但对与周期性镜像的相互作用进行了显式修正。(ii)原子形式特别适合于使用空间分解并行算法的现代分子动力学模拟代码的实现。(iii)virial 的群形式允许将 virial 的贡献分配给单个原子。

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