含矩形片状裂纹的三维弹性体分析
An Analysis of the Three-Dimensional Elastic Solid with Internal Rectangular Crack
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摘要: 本文分析了含有矩形片状裂纹(裂纹上下表面受均匀压力作用)的三维弹性体.借助Fourier积分变换.将问题化归为二个变数的对偶积分方程,并获得裂纹面位移和裂纹前缘应力强度因子的解析表达式.Abstract: In this paper, the three-dimensional elastic solid with internal rectangular crack is considered. Let the crack surfaces be subjected to the equal and opposite normal tractions p0. This problem is reduced by means of Fourier transforms to the standard set of dual integral equations with two variables. Then the formulas of analytic solution of the displacements on the crack surfaces and of the stress-intensity factors of crack border are obtained.
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