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Exact integration for stress evaluation in the boundary element analysis of two-dimensional elastostatics

机译:二维弹性体边界元分析中应力评估的精确积分

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This paper presents an exact integration to evaluate the stress in the boundary element analysis of two-dimensional elastostatics. The boundary is discretized by straight segment and the exact integration is derived for those that the physical variables on the boundary are approximated by constant, discontinuous linear and discontinuous quadratic elements, respectively. The accuracy of the exact integration is verified against two examples and the results show that the exact integration can accurately calculate the stress on the boundary by simply treating boundary points as special interior points.
机译:本文提出了一种精确的积分方法来评估二维弹性静力学边界元分析中的应力。通过直线段离散边界,并针对边界上的物理变量分别由恒定,不连续的线性和不连续的二次元素近似的那些推导得出精确积分。通过两个实例验证了精确积分的准确性,结果表明,通过简单地将边界点视为特殊的内部点,精确积分可以准确地计算边界应力。

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