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The Effect of Stiffness on Stress Intensity Factor for a Crack in Annular Disc Under Constant Central Torque

机译:刚度对恒定中心转矩下环形圆盘裂纹应力强度因子的影响

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摘要

The finite element method has been used to predict the stress intensity factors for cracked annular discs under constant central torque. Linear elastic fracture mechanics finite element analyses have been performed and the results are demonstrated in the form of crack configuration factors. To this end, the extensive ranges of crack configuration factors have been employed while considering the effect of disc stiffness. Then, the finite element results are applied to develop equivalent prediction equations using a statistical multiple nonlinear regression model. The accuracy of this model is measured using a multiple coefficient of determination, R~2, where 0 ≤ R~2 ≤ 1. This coefficient is found to be greater than or equal to 0.98 for all cases considered in this study, demonstrating the quality of the model fit to the data.
机译:有限元法已被用来预测在恒定中心扭矩下裂纹环形盘的应力强度因子。进行了线性弹性断裂力学的有限元分析,并以裂纹组态因子的形式证明了结果。为此,在考虑圆盘刚度的影响的同时,采用了广泛范围的裂纹构型因子。然后,使用统计多元非线性回归模型将有限元结果应用于开发等效预测方程。使用多个确定系数R〜2(其中0≤R〜2≤1)测量该模型的准确性。对于本研究中考虑的所有情况,发现该系数均大于或等于0.98,证明了质量符合数据的模型。

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