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An enrichment based new criterion for the simulation of multiple interacting cracks using element free Galerkin method

机译:基于无损Galerkin方法的基于富集的多个相互作用裂纹模拟的新准则

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This paper presents a new intrinsic enriched element free Galerkin method (EFGM) criterion for the simulation of multiple interacting crack problems. The principle attraction of the proposed criterion lies in its ability to handle multiple cracks of equal/unequal lengths. According to this proposed criterion, few modifications are made in standard intrinsic enriched EFGM criterion to solve multiple interacting cracks lying on the same as well as on the opposite face under plane stress conditions. The values of mode-I and mode-II stress intensity factors have been evaluated using domain based interaction integral approach. The modeling capabilities and accuracy of the proposed criterion has been demonstrated by comparing the results with those obtained by FEM. The proposed enrichment criterion has been found quite capable in analyzing crack growth as well as equal or unequal size multiple cracks.
机译:本文提出了一种新的内在富集无元素Galerkin方法(EFGM)准则,用于模拟多个相互作用的裂纹问题。提出的准则的主要吸引力在于它能够处理多个等长/不等长的裂纹。根据该建议标准,对标准固有富集EFGM标准进行了很少的修改,以解决平面应力条件下位于同一面上和相对面上的多个相互作用裂纹。 I型和II型应力强度因子的值已使用基于域的相互作用积分方法进行了评估。通过将结果与FEM获得的结果进行比较,证明了拟议标准的建模能力和准确性。已经发现提出的富集标准非常有能力分析裂纹扩展以及大小相等或不等的多个裂纹。

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