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On the use of power series solution method in the crack analysis of brittle materials by indirect boundary element method

机译:幂级数解法在间接脆性材料裂纹分析中的应用

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摘要

A hybridized boundary element/power series solution method is proposed for evaluating displacements and stresses near the crack tips. In the indirect boundary element method, the special crack tip elements can be used to increase the accuracy of the stress and displacement fields near the crack ends. The special crack tip elements are usually used by assuming the crack mouth opening and crack mouth displacement variations in form of an infinite power series which can end up with the special singular integrals. The aim of this paper is to solve these singular integrals by using an infinite power series. The power series solution method has been used to solve some example problems in fracture mechanics and the corresponding semi-analytical results are compared with those obtained by using the system of partial differential integral equations. This comparison demonstrates the high accuracy of the proposed method.
机译:提出了一种边界元/幂级数混合求解方法,用于评估裂纹尖端附近的位移和应力。在间接边界元法中,可以使用特殊的裂纹尖端单元来提高裂纹端附近应力场和位移场的精度。特殊裂纹尖端元素通常通过假设裂纹口张开和裂纹口位移以无穷大幂级数形式出现而使用特殊奇异积分来表示。本文的目的是通过使用无限次幂级数来解决这些奇异积分。幂级数解法已用于解决断裂力学中的一些示例问题,并将相应的半分析结果与使用偏微分积分方程组获得的结果进行了比较。该比较证明了所提出方法的高精度。

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