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The subdivisions of mesh crack and stress intensity factors about the semi-elliptic surface based on FEM Analysis

机译:基于有限元分析的半椭圆形表面网格裂纹和应力强度因子细分

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To research the subdivisions of mesh about the semi-elliptic surface crack and stress intensity factors, this paper founded finite element model by simulating the semi-elliptic surface crack of the super-strength steel in FEM Analysis,the crack region is subdivided using a mapped mesh while the automatic tetrahedral mesher is used in the region outside the crack region, this example is also illustrating the method of local refinement. We get the J-integral value by simulating the stress situation on the crack tip, and calculate the stress intensity factors. By comparing the simulating result with the theoretical result, it has proved that the method of the subdivisions of mesh and mesh density in this research has better accuracy, and J-integral value which obtained in FEM Analysis is calculated to get the stress intensity factors, which has a better stability.
机译:为了研究半椭圆形表面裂纹和应力强度因子的网格细分,本文通过有限元分析中模拟超强钢的半椭圆形表面裂纹建立了有限元模型,并通过映射将裂纹区域进行了细分。在裂缝区域外的区域中使用自动四面体网格划分网格时,此示例还说明了局部细化的方法。通过模拟裂纹尖端的应力情况,获得J积分值,并计算应力强度因子。通过将模拟结果与理论结果进行比较,证明了本研究中的网格划分方法和网格密度方法具有较好的精度,并计算了有限元分析中获得的J积分值以获得应力强度因子,具有更好的稳定性。

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