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Weibull stress solutions for 2D cracks under mode II loading

机译:模式II负载下的2D裂缝的威布尔应力解

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Weibull stress is widely used to predict the probability of cleavage fracture with local approaches. However, the calculation of Weibull stress requires detailed elastic plastic finite element analyses, which limit the application of local approaches in engineering practice. In this paper, analytic and semi-analytic solutions of Weibull stress for 2D crack/notch models with elastic and elastic-plastic materials under mode II loading are obtained, which allow the Weibull stress to be estimated according to the macroscopic fracture mechanics parameters like stress intensity factorKorJintegral together with material properties. The obtained Weibull stress solutions are verified by using results of finite element analyses with modified boundary layer models and a single-edge-notched specimen. The results show that the Weibull stress solutions of this paper can predict the results calculated by direct finite element analyses very well.
机译:Weibull胁迫被广泛用于预测局部方法的切割骨折的可能性。 然而,Weibull Regress的计算需要详细的弹性塑料有限元分析,这限制了局部方法在工程实践中的应用。 在本文中,获得了在模式II载荷下具有弹性和弹性塑料材料的2D裂纹/缺口模型的威布尔胁迫的分析和半分析溶液,其允许根据宏观骨折力学参数估计Weibull应力 强度源代子因子与材料特性一起。 通过使用改进的边界层模型和单边缘缺口样本的有限元分析的结果来验证所获得的Weibull应力解。 结果表明,本文的Weibull应力解决方案可以预测直接有限元分析的直接有限元分析的结果。

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