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Numerical Investigation of the Multiple Dynamic Crack Branching Phenomena

机译:多重动态裂纹分支现象的数值研究

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摘要

In this study, phenomena of multiple branching of dynamically propagating crack are investigated numerically. The complicated paths of cracks propagating in a material are simulated by moving finite element method based on Delaunay automatic tri-angulation (MFEM BODAT), which was extended for such problems. For evaluation of fracture parameters for propagating and branching cracks switching method of the path independent dynamic J integral was used. Using these techniques the generation phase simulation of multiple dynamic crack branching was performed. Various dynamic fracture parameters, which are almost impossible to obtain by experimental technique alone, were accurately evaluated.
机译:在这项研究中,数值研究了动态扩展裂纹的多分支现象。通过基于Delaunay自动三角剖分(MFEM BODAT)的移动有限元方法,模拟了材料中裂纹扩展的复杂路径,并将其扩展为此类问题。为了评估用于扩展和分支裂纹的断裂参数,使用了与路径无关的动态J积分的切换方法。使用这些技术,进行了多个动态裂纹分支的生成阶段模拟。准确评估了各种动态断裂参数,这些参数几乎是仅靠实验技术无法获得的。

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