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Initial strain formulation for meshless elastoplastic analysis by improved multiple-reciprocity BEM

机译:通过改进的多可逆BEM进行无网格弹塑性分析的初始应变公式

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摘要

In general, internal cells are necessary to solve elastoplastic problems using a conventional boundary element method. In that method, however, the merit of BEM, which is easy preparation of data, is lost. The conventional multiple-reciprocityboundary element method cannot solve the elastoplastic problem, because the distribution of initial strain or initial stress cannot be determined analytically. In this paper we show that two-dimensional elastoplastic problems can be solved without usinginternal cells, using the improved multiple-reciprocity boundary element method. An initial strain formulation is adopted and the distribution of initial strain is interpolated using boundary integral equations. A new computer program was developed andapplied to several problems.
机译:通常,内部单元对于使用常规边界元方法解决弹塑性问题是必需的。然而,在该方法中,BEM的优点(即易于准备数据)丢失了。常规的多对易边界元法不能解决弹塑性问题,因为不能通过解析确定初始应变或初始应力的分布。在本文中,我们表明,使用改进的多可逆边界元方法,无需使用内部单元即可解决二维弹塑性问题。采用初始应变公式,并使用边界积分方程对初始应变的分布进行插值。开发了一种新的计算机程序,并将其应用于几个问题。

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