周动力
离散化
正则化无网格法
平面的
联轴节(管道)
边值问题
无网格法
数学分析
弹性(物理)
奇异边界法
计算机科学
连续介质力学
应用数学
数学
机械
物理
结构工程
有限元法
边界元法
机械工程
工程类
计算机图形学(图像)
热力学
作者
Arman Shojaei,Mirco Zaccariotto,Ugo Galvanetto
出处
期刊:Engineering Computations
[Emerald (MCB UP)]
日期:2017-07-03
卷期号:34 (5): 1334-1366
被引量:44
标识
DOI:10.1108/ec-03-2016-0078
摘要
Purpose The paper aims to use a switching technique which allows to couple a nonlocal bond-based Peridynamic approach to the Meshless Local Exponential Basis Functions (MLEBF) method, based on classical continuum mechanics, to solve planar problems. Design/methodology/approach The coupling has been achieved in a completely meshless scheme. The domain is divided in three zones: one in which only Peridynamics is applied, one in which only the meshless method is applied and a transition zone where a gradual transition between the two approaches takes place. Findings The new coupling technique generates overall grids that are not affected by ghost forces. Moreover, the use of the meshless approach can be limited to a narrow boundary region of the domain, and in this way, it can be used to remove the “surface effect” from the Peridynamic solution applied to all internal points. Originality/value The current study paves the road for future studies on dynamic and static crack propagation problems.
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