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Three dimensional crack propagation through mesh-based explicit representation for arbitrarily shaped cracks using the extended finite element method

机译:三维裂纹传播通过基于网格的显式表示,使用延伸有限元方法进行任意形状的裂缝

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摘要

In this study a three-dimensional extended finite element modeling work is developed for crack propagation analysis of arbitrarily shaped crack(s) under mixed mode loading conditions. An explicit method is proposed for crack geometry characterizations, slicing of the enriched elements, and crack propagations. The method can be used to model multiple cracks propagation and allows for crack geometry transition from internal to surface, and further to through-thickness modalities under arbitrary loading conditions. Benchmark cases are studied and satisfactory agreement between theoretical and numerical results is observed. In addition, comparison between fully explicit and conventional implicit methods is made at different finite element mesh densities. The results show that compared to the conventional implicit method, there is a significant improvement in the obtained stress intensity factors for the fully explicit method at coarse linear hexahedral and quadratic tetrahedral meshes. (C) 2017 Elsevier Ltd. All rights reserved.
机译:在该研究中,开发了一种三维延伸有限元建模工作,用于在混合模式负载条件下对任意形状裂缝的裂纹传播分析进行裂纹传播分析。提出了一种明确的方法,用于裂缝几何特征,切割富集的元素和裂缝传播。该方法可用于建模多个裂缝传播,并允许从内部到表面的裂纹几何过渡,并进一步在任意加载条件下通过厚度模态。研究了基准案例,并观察到理论和数值结果之间的令人满意的协议。另外,在不同的有限元网格密度下进行完全显式和传统隐式方法之间的比较。结果表明,与传统的隐式方法相比,在粗六面前的粗六面向和二次四面体网格中获得了完全显式方法的应力强度因子存在显着改善。 (c)2017 Elsevier Ltd.保留所有权利。

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