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Modeling of crack tip high inertia zone in dynamic brittle fracture

机译:动态脆性断裂裂纹尖端高惯性区建模

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摘要

A phenomenological cohesive term is proposed and added to an existingcohesive constitutive law (by Roy and Dodds) to model the crack tip high inertia regionproposed by Gao. The new term is attributed to fracture mechanisms that result in highenergy dissipation around the crack tip and is assumed to be a function of externalenergy per volume input into the system. Finite element analysis is performed onPMMA with constant velocity boundary conditions and mesh discretization based on thework of Xu and Needleman. The cohesive model with the proposed dissipative term isonly applied in the high inertia zone i.e., to cohesive elements very close to the crack tipand the traditional Roy and Dodds model is applied on cohesive elements in the rest ofthe domain. It was observed that crack propagated in three phases with a speed of 0.35cRbefore branching, which are in good agreement with experimental observations. Thus,modeling of high inertia zone is one of the key aspects to understanding brittle fracture.
机译:提出了一种现象学的凝聚力术语,并将其添加到现有的凝聚力本构定律(由Roy和Dodds提出)中,以对Gao提出的裂纹尖端高惯性区域进行建模。新术语归因于断裂机制,该机制导致裂纹尖端周围的高能量耗散,并且被认为是输入到系统中的每体积外部能量的函数。基于Xu和Needleman的工作,在具有恒定速度边界条件和网格离散的PMMA上进行了有限元分析。具有提议的耗散项的内聚模型仅适用于高惯性区域,即,非常靠近裂纹尖端的内聚元素,而传统的Roy和Dodds模型则应用于其余区域的内聚元素。观察到裂纹在分支前以0.35cR的速度三个阶段扩展,这与实验结果吻合良好。因此,高惯性带建模是理解脆性断裂的关键方面之一。

著录项

  • 作者

    Karedla-Ravi Shankar;

  • 作者单位
  • 年度 2007
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  • 原文格式 PDF
  • 正文语种 en_US
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