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Regularization of the hypersingular integrals in 3-D problems of fracture mechanics

机译:裂缝力学三维问题中的过度静态积分的规律

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This article considers the hypersingular integrals, which arise when the boundary integral equation (BIE) methods are used to solve fracture mechanics problems. The methodology of hypersingular integral regularization developed in our previous publications is based on theory of distribution and Green's theorems. In the case of piecewise constant and piecewise linear approximations the hypersingular integrals are transformed into the regular contour integrals that can be easily calculated analytically or numerically.
机译:本文考虑了过度的积分,当边界整体方程(BIE)方法用于解决骨折力学问题时出现。我们以前的出版物中发表过的超周上积分正规的方法基于分布理论和绿色的定理。在分段恒定和分段线性近似的情况下,过度的积分被转换为可以在分析或数字上容易地计算的常规轮廓积分。

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