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X-FEM BASED CONTINUUM SHAPE SENSITIVITY METHOD FOR FRACTURE ANALYSIS OF CRACKS

机译:基于X-FEM基连续体形敏感性裂缝分析裂缝分析

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This paper presents extended finite element method (X-FEM) based continuum shape sensitivity method for calculating the mixed-mode stress-intensity factors of a stationary crack in two-dimensional, linear-elastic, orthotropic materials with arbitrary geometry. The method involves the material derivative concept taken from continuum mechanics, the mutual potential energy release rate, and direct differentiation. The governing variational equation is differentiated prior to discretization. The discrete form of the mutual potential energy release rate is simple and easy to calculate, as it only requires multiplication of displacement vectors and stiffness sensitivity matrices. X-FEM based numerical examples, which comprise mode-I and mixed-mode deformations, are presented to evaluate the accuracy of the fracture parameters calculated by the proposed method. Comparisons have been made between stress-intensity factors predicted by the proposed method and available reference solutions in the literature, generated either analytically or numerically using various other fracture integrals or analyses.
机译:本文介绍了基于延长的有限元方法(X-FEM)的连续形状灵敏度,用于计算具有任意几何形状的二维,线性弹性,正交材料的固定裂缝的混合模式应力强度因子。该方法涉及从连续力学,互势能量释放率和直接分化所采取的材料衍生物概念。在离散化之前,控制变分方程是不同的。相互潜在能量释放速率的离散形式简单且易于计算,因为它只需要乘法载波和刚度灵敏度矩阵的乘法。提供包括模式-I和混合模式变形的基于X-FEM的数值示例,以评估通过所提出的方法计算的裂缝参数的准确性。通过在文献中提出的方法和可用参考溶液预测的应力强度因子之间进行了比较,在分析或数值使用各种其他裂缝积分或分析中产生。

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