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CRACK EXTENSION UNDER MIXED MODE LOADING AT V-NOTCH TIP - PERIDYNAMIC ANALYSIS

机译:在V-intch Tip-interidnamic分析下混合模式加载下的裂缝延伸

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Crack extension is a challenging problem in structural analysis. For homogeneous material, several criteria for crack extension have been developed in the past few decades. The aim of such criteria is to predict the crack nucleation, crack path and the crack stability within a stress concentration region due to geometrical singularity or even a preexisted crack tip. We can name several of these criteria: Maximum hoop stress criterion, Crack Tip Opening (Shear) Displacement CTOD, CSTD, and the most used J integral. These criteria are frequently used as associated to Finite Elements (FE) simulation in order to predict the crack extension. However, the relevance of each criterion in crack path prediction is still a matter of debate in mixed modes (I+II) crack extension and especially when the Mode II shear fracture is dominating. In the other hand, the new development in discrete elements (DE) simulation allows one to observe spontaneous cracks initiation and growth in a solid, without the need of a specific local criterion as in FE simulation.
机译:裂纹扩展是在结构分析中具有挑战性的问题。对于均质材料,裂纹扩展几个标准已经制定,在过去的几十年。这种标准的目的是裂纹形核,裂纹路径和裂缝稳定性的应力集中区域内预测由于几何奇点或甚至preexisted裂纹尖端。我们能说出这几条标准:最大环向应力准则,裂纹尖端张开(剪切)位移CTOD,CSTD,而最常用的J积分。这些标准通常用作以预测裂纹扩展相关联的有限元(FE)模拟。然而,在裂纹路径预测每个标准的相关性仍然处于混合模式(I + II)裂纹扩展和特别是当模式II剪切破坏是称霸见仁见智的问题。在另一方面,在离散元件(DE)模拟的新的发展允许人们观察自发裂纹的萌生和扩展的固体,而不需要一个特定的本地标准的作为有限元模拟。

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