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Stress Intensity Factor of an Edge Crack in Composite Media

机译:复合材料边缘裂纹的应力强度因子

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摘要

The problem of an edge crack under normal point loading terminating perpendicular to the surface of an orthotropic strip of finite thickness bonded to another orthotropic finite strip is considered. Expressing the displacements and stresses in plane strain condition in terms of harmonic functions, the problem is reduced to a pair of integral equations solved by the Hilbert transform technique. The analytical expression of stress intensity factor (SIF) at the crack tip for large thickness of the strips is calculated, which corresponds to the weight function of a crack under normal point loading. The effects of elastic constants, different locations of normal point loading on the crack surface and length of the crack in the composite material are analyzed numerically.
机译:考虑在垂直于垂直于与另一正交各向异性有限条结合的有限厚度的正交各向异性条的表面终止的法向点载荷下的边缘裂纹的问题。用谐波函数表达平面应变条件下的位移和应力,将问题简化为通过希尔伯特变换技术求解的一对积分方程。计算了较大厚度带钢在裂纹尖端的应力强度因子(SIF)的解析表达式,该表达式对应于法向点载荷下裂纹的权重函数。数值分析了弹性常数,裂纹表面法向载荷的不同位置以及复合材料中裂纹长度的影响。

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