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Analysis of three-dimensional edge cracks under tensile loading

机译:拉伸载荷下的三维边缘裂纹分析

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摘要

Three-dimensional edge cracks are analyzed using the Self-Similar Crack Expansion (SSCE)method with a boundary integral equation technique. The boundary integral equations for surface cracks in a half space are presented based on a half space Green's function(Mindlin, 1936). By using the SSCe method, the stress intensity factors are determined by crack-opening displacement over the crack surface. In discrete boundary integral equations, the regular and singular integrals on the crack sur- face elements are evaluated by an analytical method, and the closed form expressions of the integrals are given for subsurface cracks and edge cracks.
机译:使用具有边界积分方程技术的自相似裂纹扩展(SSCE)方法分析三维边缘裂纹。基于半空间格林函数(Mindlin,1936),提出了半空间表面裂纹的边界积分方程。通过使用SSCe方法,应力强度因子由裂纹表面上的开裂位移确定。在离散边界积分方程中,通过分析方法对裂纹表面单元上的正则和奇异积分进行评估,并给出了地下裂纹和边缘裂纹的闭合形式。

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