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Three-dimensional J-integral evaluation for finite strain elastic-plastic solid using the quadratic tetrahedral finite element and automatic meshing methodology

机译:使用二次四面体有限元和自动网格化方法对有限应变弹塑性固体进行三维J积分评估

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摘要

In this paper, the three-dimensional J-integral for finite deformation problems is critically concerned when it is computed by the domain integral method for the quadratic tetrahedral finite element. When a cracked body undergoes a large elastic-plastic deformation, the domain independent property is not guaranteed. Evaluation procedures that guarantee the domain independent property by including the terms involving the spatial derivatives of the strain energy density, etc., are proposed. The proposed methodology includes a way to compute such derivatives by adopting the concept of superconvergent patch recovery method. Finally, numerical examples demonstrate that proposed procedures can guarantee the domain independent property. (C) 2015 Elsevier Ltd. All rights reserved.
机译:在本文中,当用二次四面体有限元的域积分法计算有限变形问题的三维J积分时,它是至关重要的。当破裂体经历大的弹塑性变形时,不能保证畴独立性。提出了一种评估程序,该评估程序通过包括涉及应变能密度等的空间导数的项来保证域独立性。所提出的方法包括通过采用超收敛补丁恢复方法的概念来计算此类导数的方法。最后,数值算例表明,所提出的程序可以保证域的独立性。 (C)2015 Elsevier Ltd.保留所有权利。

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