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Cosed-form integration of singular terms for constant, linear and quadratic boundary elements. Part 1. SH wave propagation

机译:常数,线性和二次边界元素的奇异项的闭合形式积分。第1部分。SH波传播

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摘要

One of the most important aspects in t he application of boundary element techniques to wave propagation problems is the accurate representation of the singular terms at the points of application of the virtual loads It is current practice to carry out this task by means of numerical quadrate. This paper presents an analytic evaluation of the singular integrals for constant, linear and quadratic boundary elements involving SHE waves, the results of which are then used to model incisions in a two-dimensional acoustic medium illuminated by dynamic anti-plane line sources. Finally, the BEM results are compared with the known analytic solutions for cylindrical inclusions.
机译:在将边界元技术应用到波传播问题中,最重要的方面之一是在虚拟载荷的应用点上精确表示奇异项。目前的实践是通过数值平方来执行此任务。本文对涉及SHE波的恒定,线性和二次边界元素的奇异积分进行了分析评估,然后将其结果用于模拟由动态反平面线源照射的二维声学介质中的切口。最后,将BEM结果与已知的圆柱形夹杂物解析解决方案进行比较。

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