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Remeshing strategies for adaptive ALE allalysis of strain localisation

机译:应变局部自适应ALE分析的重新网格化策略

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摘要

Computational analyses of strain localisation must be carried out in a proper, accurate, and efficient manner While a continuum material model with an intrinsic length scale parameter can guarantee mesh-objective results, the ratio between accuracy and efficiency can be improved through the application of mesh adaptivity. In this paper, the Arbitrary Lagrangian Eulerian (ALE) technique is applied to strain localisation phenomena. Nodes are detached from the material, so that they can be used optimally in the spatial discretisation. A new re mesh indicator is proposed that concentrates nodes in inelastic zones as we]] as in zones where strain localisation is likely to occur. Thus, the formation of new cracks is anticipated, which is crucial for accurate remeshing. Two algorithms have been tested and compared to equidistribute this remesh indicator The algorithms give similar results, but the parabolic formulation can be solved explicitly. Multi-dimensional examples are presented. The proposed strategies are able to capture complicated crack patterns with multiple curved cracks. Two and three--dimensional examples illustrate this.
机译:应变局部化的计算分析必须以适当,准确和有效的方式进行,尽管具有固有长度比例参数的连续材料模型可以保证网格目标结果,但通过应用网格可以提高精度和效率之间的比率适应性。本文将任意拉格朗日欧拉(ALE)技术应用于应变局部化现象。节点与材料分离,因此可以在空间离散化中最佳使用它们。提出了一种新的网格指示器,其将节点集中在非弹性区域中,就像可能发生应变局部化的区域一样。因此,预计会形成新的裂纹,这对于精确重新定型至关重要。测试了两种算法并进行了比较,以均等地分配该平均指标。这些算法得出的结果相似,但抛物线公式可以明确求解。提出了多维示例。所提出的策略能够捕获具有多个弯曲裂纹的复杂裂纹模式。二维和三维示例对此进行了说明。

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