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Extension to elasto-plastic version of a fracture mechanics method

机译:裂缝力学方法的弹性塑料版延伸

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This paper develops a three dimensional elastic fracture analysis method, PDS-FEM (Particle Discretization Scheme Finite Element Method), to its elasto-plastic version. The Newton-Raphson iteration method is adopted for solving material nonlinearity, and the conjugate gradient method is applied to solve the linear equations of FEM. In order to apply the fracture analysis method to the engineering scale analysis, CPU based parallel computing technology is applied, and the computation speed is highly advanced. In this trial test, a simple stress based failure criterion is employed for the failure analysis of a cantilever steel beam. The numerical results without fracture match well with the commercial FEM software, ANSYS's, which verifies the accuracy of the developed platform.
机译:本文开发了三维弹性断裂分析方法,PDS-FEM(颗粒离散化方案有限元方法),以其弹性塑料。 采用牛顿-Raphson迭代方法来求解材料非线性,并且应用共轭梯度方法来解决FEM的线性方程。 为了将裂缝分析方法应用于工程规模分析,应用了基于CPU的并行计算技术,并且计算速度高度高。 在该试验中,采用简单的基于应力的故障标准用于悬臂钢梁的故障分析。 没有骨折的数值结果与商业有限元软件,ANSYS的数值匹配,这验证了开发平台的准确性。

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