基于格林函数分子动力学的表面粗糙度固体接触力学研究进展

I. Solovyev, V. Petrenko, Y. Murugesan
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引用次数: 0

摘要

尽管表面粗糙度固体的摩擦学具有重要的意义,但目前还没有综合的理论来涵盖粘附性。描述摩擦系统中粘附的方法之一是格林函数分子动力学(GFMD)。本文综述了GFMD的最新技术及其在接触力学中的应用。该方法的不同属性对其实现具有重要意义:描述表面粗糙度的模型、描述界面力的模型、描述固体变形的本构模型和最小化表面势能的算法。我们使用以下一组参数来组织这篇综述:系统建模的自由度、衬底几何、负载控制、材料特性、表面形貌、界面相互作用模型。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Recent Progress in Contact Mechanics Methods for Solids with Surface Roughness Using Green’s Function Molecular Dynamics
In spite of importance of tribology of solids with surface roughness, there is no synthesized theory covering adhesion yet. One of the methods to describe adhesion in tribological systems is the Green's Function Molecular Dynamics (GFMD). This work aims at reviewing the most recent GFMD techniques and applications of GFMD in contact mechanics. There are different attributes of this method that are important for its realization: model to describe surface roughness, model to describe interfacial forces, constitutive model to describe the solid deformation and algorithm to minimize surface potential energy. We organize this review using the following set of parameters: degrees of freedom of the system modelled, substrate geometry, loading control, material properties, surface topography, interfacial interaction models.
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