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首页> 外文期刊>International journal of computational methods >EVALUATION OF THE T-STRESS FOR MULTIPLE CRACKS IN AN INFINITE PLATE USING SINGULAR INTEGRAL EQUATION
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EVALUATION OF THE T-STRESS FOR MULTIPLE CRACKS IN AN INFINITE PLATE USING SINGULAR INTEGRAL EQUATION

机译:基于奇异积分方程的无定形平板中多个裂纹的T应力评估

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摘要

This paper studies T-stress problem for multiple cracks in an infinite plate with the remote loading. After some manipulations, the problem can be modeled by dislocation distributions along the crack faces. A singular integral equation is formulated for the problem, where the unknowns are the dislocation distribution along the crack faces. The SIFs (stress intensity factor) can be evaluated from the solution of singular integral equation. Prom a definition for T-stress in the crack back position method and the solution of the singular integral equation, the T-stresses at crack tips can be evaluated accordingly. An explicit formula for the T-stress is provided.. Several numerical examples are provided. Accuracy of computation is examined by an example.
机译:本文研究了无限载荷作用下无限板中多个裂纹的T应力问题。经过一些操作后,可以通过沿裂纹面的位错分布对问题进行建模。针对该问题制定了一个奇异积分方程,其中未知数是沿裂纹面的位错分布。可以从奇异积分方程的解中评估SIF(应力强度因子)。给出裂纹后位置法中的T应力定义和奇异积分方程的解,可以据此评估裂纹尖端的T应力。提供了一个明确的T应力公式。提供了几个数值示例。通过一个例子来检验计算的准确性。

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