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Space enrichment method for finite element approximation of mixed boundary problem in two-dimensional elasticity

机译:二维弹性混合边界问题有限元逼近的空间富集方法

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This paper is concerned with numerical approximation of the solution of elliptic boundary value problems with Winkler type boundary conditions in two-dimensional elasticity. An extension of the p-version of the finite element method, called the space enrichment method, is described and illustrated by examples. The nature of the singularities is discussed and special basis functions, capable of capturing the singular behavior, are introduced. The accuracy of the space enrichment method is evaluated against numerical solution that of the hp-extension. The two methods exhibit very close agreement.
机译:本文涉及二维弹性中具有Winkler型边界条件的椭圆型边值问题解的数值近似。通过示例来描述和说明有限元方法的p版本的扩展,即空间富集方法。讨论了奇点的性质,并介绍了能够捕获奇点行为的特殊基础函数。相对于hp扩展的数值解,评估了空间富集方法的准确性。两种方法显示出非常紧密的一致性。

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