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Nonlinear implementation of Finite Fracture Mechanics: A case study on notched Brazilian disk samples

机译:有限断裂力学的非线性实现:以缺口巴西圆盘样品为例

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We formalize the coupled criterion (CC) in the framework of Finite Fracture Mechanics (FFM) to take into account the material nonlinear behavior. Once the true stress-strain curve is recorded, we estimate the Ramberg-Osgood (RO) parameters. We then exploit these values in the FFM numerical implementation, considering both an average stress requirement and the energy balance. As a case study, we consider experimental data on Brazilian disks containing a circular hole and involving two materials PMMA and GPPS. The computational effort of the analysis increases with respect to the linear elastic case, but keeps reasonable. On the other hand, the nonlinear FFM investigation allows a significant improvement of the failure stress predictions, especially those related to smaller holes corresponding to a more pronounced nonlinear behavior detected during tests.
机译:我们在有限断裂力学(FFM)框架内形式化耦合准则(CC),以考虑材料的非线性行为。一旦记录了真实的应力-应变曲线,就可以估算Ramberg-Osgood(RO)参数。然后,我们在FFM数值实现中利用这些值,同时考虑平均应力要求和能量平衡。作为案例研究,我们考虑了包含圆孔并涉及两种材料PMMA和GPPS的巴西圆盘上的实验数据。分析的计算量相对于线性弹性情况增加,但保持合理。另一方面,非线性FFM研究可以显着改善失效应力预测,尤其是与较小孔相关的预测,该较小孔对应于测试期间检测到的更明显的非线性行为。

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