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Calculation of Stress Intensity Factors Based on Force-Displacement Curve using Element Free Galerkin Method

机译:基于自由位移Galerkin方法的力-位移曲线计算应力强度因子

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Calculation of Stress Intensity Factors Based on Force-Displacement Curve using Element Free Galerkin MethodAn idea related to the calculation of stress intensity factors based on the standard appearance of the force-displacement curve is developed in this paper. The presented procedure predicts the shape of the graphics around the point under consideration form where indirectly the stress intensity factors are obtained. The numerical implementation of the new approach is achieved by using element free Galerkin method, which is a variant of meshless methods and requires only nodal data for a domain discretization without a finite element mesh. A MATLAB software code for two dimensional elasticity problems has been worked out, along with intrinsic basis enrichment for precise modelling of the singular stress field around the crack tip. One numerical example of a rectangular plate with different lengths of a symmetric edge crack is portrayed. The stress intensity factors obtained by the present numerical approach are compared with analytical solutions. The errors in the stress intensity factors for opening fracture mode I are less than 1% although the model mesh is relatively coarse.
机译:基于无位移Galerkin方法的基于力-位移曲线的应力强度因子计算本文提出了一种基于力-位移曲线的标准外观计算应力强度因子的思想。所提出的过程预测了考虑点形式附近的图形形状,间接获得应力强度因子。新方法的数值实现是通过使用无单元Galerkin方法实现的,该方法是无网格方法的一种变体,并且仅需节点数据即可进行域离散化而无需有限单元网格。已经开发出了用于二维弹性问题的MATLAB软件代码,以及用于精确模拟裂纹尖端周围奇异应力场的内在基础充实。描绘了具有不同长度的对称边缘裂纹的矩形板的一个数值示例。通过本数值方法获得的应力强度因子与解析解进行了比较。尽管模型网格相对粗糙,但开放裂缝模式I的应力强度因子的误差小于1%。

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