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A multi-cracked particle method for complex fracture problems in 2D

机译:二维裂纹复杂问题的多裂纹粒子方法

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摘要

Practical fracture problems are characterised by complex patterns of multiple and branching cracks, somewhat far removed from the fracture problems used for validation of numerical methods, involving single cracks, and the simulation of complex multi-tipped cracks brings many challenges to current numerical methods. The cracking particle method (CPM) incorporates the description of a crack path into the meshless nodes or particles used to discretise a problem domain. The CPM has recently been improved to make the crack paths continuous and to include adaptivity. In this paper we take this improved CPM further and introduce new crack particles which can model multiple fractures to handle crack branches and crack junctions without the need for any specialised techniques such as enrichment. Some examples with complex crack patterns are tested to show the performance of the proposed methodology and good results are obtained which agree well with previous papers.
机译:实际的断裂问题的特征是复杂的多分支裂纹形式,与用于单数值裂纹的数值方法验证所涉及的裂纹问题相去甚远,而复杂的多尖端裂纹的模拟给当前的数值方法带来了许多挑战。裂纹粒子方法(CPM)将裂纹路径的描述合并到用于离散问题域的无网格节点或粒子中。 CPM最近已得到改进,以使裂纹路径连续并具有适应性。在本文中,我们将进一步改进这种改进的CPM,并引入新的裂纹粒子,该粒子可以对多个裂缝进行建模以处理裂纹分支和裂纹连接,而无需任何专门技术(例如富集)。测试了一些具有复杂裂纹模式的示例,以显示所提出方法的性能,并获得了与先前论文非常吻合的良好结果。

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