离散元法
扩展离散元法
相似性(几何)
要素(刑法)
有限元法
计算机科学
等价(形式语言)
相似
不变(物理)
数学
应用数学
工程类
扩展有限元法
结构工程
人工智能
物理
离散数学
有限元极限分析
机械
法学
政治学
图像(数学)
数学物理
作者
Y.T. Feng,K. Han,D. R. J. Owen,J.G. Loughran
出处
期刊:Engineering Computations
[Emerald (MCB UP)]
日期:2009-08-21
卷期号:26 (6): 599-609
被引量:72
标识
DOI:10.1108/02644400910975405
摘要
Purpose The main purpose of this paper is to derive a set of similarity principles for discrete element modelling so that a numerical model can exactly reproduce the physical phenomenon concerned. Design/methodology/approach The objective is achieved by introducing the concepts of particle “strain” and “stress” so that some equivalence between the physical system and the numerical model can be established. Findings Three similarity principles, namely geometric, mechanical and dynamic, under which the numerical model can exactly reproduce the mechanical behaviour of a physical model are proposed. In particular, the concept of the scale invariant interaction law is further introduced. The scalability of a number of most commonly used interaction laws in the discrete element modelling is examined. Research limitations/implications This is a preliminary research for a very important and challenging topic. More research, particularly in the understanding of the convergent properties of discrete element models, is needed. Originality/value The paper provides some important theoretical guidances to computational modelling of particle systems using discrete element techniques.
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