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Numerical verification of the Bridgman model for notched and unnotched round specimens

机译:带缺口和无缺口圆形试样的Bridgman模型的数值验证

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摘要

The aim of this work is to evaluate the accuracy of the Bridgman model for stress distributions on teh neck of a cylindrical bar, and to compare its results with the corresponding values obtained using finite element analysis. The application of Bridgman's laws to an experimental data set allowed the definition of a constiutive curve, adopted as input for the FE models. Some of the numerical results obtained were compared with the corresponding experimental data, other FEM results were compared to the Bridgman prediction applied to the same experimental data. By this comparative analysis it was possible to evidence that a part of the exprimental-numerical disagreement was due to the difficulty of taking damage evolution into account in the FE analysis. For a qualitative evaluation of this aspect, therefore, a new numerical comparison was made between the FEM results and a Bridgman prediction now based n the same FEM results (in terms of instantaneous load, contraction and profile cuvature) instead of on experimental data as in the previous case.
机译:这项工作的目的是评估Bridgman模型在圆柱杆颈部应力分布的准确性,并将其结果与使用有限元分析获得的相应值进行比较。通过将布里奇曼定律应用于实验数据集,可以定义本构曲线,并以此作为有限元模型的输入。将获得的一些数值结果与相应的实验数据进行比较,将其他有限元结果与应用于相同实验数据的Bridgman预测进行比较。通过这种比较分析,有可能证明部分实验数字上的分歧是由于有限元分析中难以考虑损坏演变的缘故。因此,为了对此方面进行定性评估,在有限元结果与Bridgman预测之间进行了新的数值比较,现在基于相同的有限元结果(就瞬时载荷,收缩率和轮廓曲率而言),而不是像前一种情况。

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