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Numerical integration of logarithmic and nearly logarithmic singularity in BEMs

机译:BEM中对数和近对数奇异性的数值积分

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摘要

A new semi-analytical integration scheme is proposed for evaluation of logarithmically singular and/or nearly singular integrals occurring in 2D BEM formulations. Extensive numerical experiments are performed to study the accuracy by the proposed an other schemes of numerical integration. The accuracy of the numerical integration is almost exact even for curvilinear elements an the accuracy of numerical computation is determined by the accuracy of the approximation of the boundary density and geometry.
机译:提出了一种新的半解析积分方案,用于评估二维BEM公式中出现的对数奇异和/或近奇异积分。通过提出另一种数值积分方案,进行了广泛的数值实验以研究精度。即使对于曲线元素,数值积分的精度也几乎是精确的,数值计算的精度取决于边界密度和几何形状的近似精度。

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