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J-integral analysis of the interaction between an interface crack and parallel subinterface cracks in dissimilar anisotropic materials

机译:各向异性材料中界面裂纹与平行子界面裂纹相互作用的J积分分析

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摘要

The J-integral analysis is presented for the interaction problem between a macro-interface crack and subinterface microcracks parallel to the former in the near-tip process zone in dissimilar anisotropic composite materials. Elementary solutions respectively considering an interface crack and a subinterface crack subjected to different loads are given from which the interaction problem is deduced to a system of integral equations with the aid of superimposing technique (i.e., the so called 'Pseudo-Traction Method' abbreviated as PTM). After the integral equations are solved numerically, a consistent relation among three kinds of the J-integral values is obtained. They are induced from the macro-interface crack tip, the microcracks, and the remote field, respectively. This consistent relation of the J-integral can be used to confirm the numerical results derived by using whatever kind of technique. With the aid of J-integral analysis, the interaction behaviors between an interface crack and parallel subinterface cracks are investigated in detail, and some special physical phenomena are obtained.
机译:针对异质各向异性复合材料中近尖端加工区中的宏观界面裂纹与平行于前者的子界面微裂纹之间的相互作用问题,进行了J-积分分析。给出了分别考虑界面裂纹和子界面裂纹在不同载荷下的基本解,利用叠加技术将相互作用问题推导出系统积分方程组(即所谓的“伪牵引法”)。 PTM)。对积分方程进行数值求解后,得到三种J积分值之间的一致关系。它们分别是由宏观界面裂纹尖端,微裂纹和远程场引起的。 J积分的这种一致关系可以用来确认通过使用任何一种技术得出的数值结果。借助J积分分析,详细研究了界面裂纹与平行子界面裂纹之间的相互作用行为,并获得了一些特殊的物理现象。

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