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3D-crack growth simulations with the boundary element method

机译:边界元法进行3D裂纹生长模拟

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摘要

An automatic crack growth algorithm is presented to analyze the stable crack propagation for arbitrary three-dimensional problems consideirng linear-elastic material behaviour. The numerical simulation is based on the dual boundary element method (Dual (BEM) and stress intensity factor calcultion. The K-values along the crack front are evaluated very accurately from the numerical field of stresses by a special extrapolation algorithm controlled by the correlation coefficient. Several crack growth criteria have been implemented. For both problems with embedded cracks and problems with surface breaking cracks, the numerical model for the next step of the simulation is created in a fully automatic procedure. To illustrate the realized 3D-crack growth algorithm, numerical examples are shown and compared with experimental results.
机译:提出了一种自动裂纹扩展算法,分析了考虑线弹性材料行为的任意三维问题的稳定裂纹扩展。数值模拟是基于双边界元方法(Dual(BEM))和应力强度因子计算,采用特殊的由相关系数控制的外推算法,可以从应力的数值场非常精确地评估沿裂纹前沿的K值。 。已经执行了几个裂纹扩展标准,对于嵌入裂纹问题和表面断裂裂纹问题,都以全自动程序创建了用于下一步仿真的数值模型,为说明实现的3D裂纹扩展算法,给出了数值示例,并与实验结果进行了比较。

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