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Investigating propagation path of interface crack by the field-enriched finite element method

机译:通过现场富集的有限元方法研究界面裂缝的传播路径

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摘要

In this paper, a novel numerical method called field-enriched finite element method is proposed to investigate stress intensity factor, initiation angle and propagation path of interface crack. The features of the field-enriched finite element method are: (1) re-meshing is avoided during the process of crack propagation; (2) the physical position of crack can be located and the influence of crack on the physical field of whole model can be described by enriching the field variables; (3) the fracture criterion can be flexibly embedded in the field-enriched finite element method to predict the initiation angle and propagation path of interface crack. Some numerical examples are used to verify the effectiveness and accuracy of the field-enriched finite element method. The numerical results obtained by the field-enriched finite element method can be consistent with the theoretical solution, experimental observation and other numerical results obtained by traditional finite element method or extended finite element method. Therefore, the field-enriched finite element method can provide a new scheme to deal with the interface crack fracture problems.
机译:本文提出了一种称为现场有限元方法的新型数控方法,以研究界面裂纹的应力强度因子,发起角度和传播路径。富级有限元方法的特征是:(1)在裂纹传播过程中避免重新啮合; (2)可以定位裂缝的物理位置,并通过富集场变量来描述整个模型物理领域的裂缝的影响; (3)骨折标准可以灵活地嵌入在富可的有限元方法中,以预测界面裂纹的发起角度和传播路径。一些数值例子用于验证现场富集的有限元方法的有效性和准确性。通过现场富含元件方法获得的数值结果可以与通过传统有限元方法或延长的有限元方法获得的理论溶液,实验观察和其他数值结果一致。因此,富含现场的有限元方法可以提供新方案来处理界面裂缝断裂问题。

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