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A notch strain calculation of a notched specimen under axial-torsion loadings

机译:轴向扭转载荷下带缺口试样的缺口应变计算

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摘要

In this paper, a notch analysis model is presented for the numerical prediction of multiaxial strains of a notched 1070 steel specimen under combined axial and torsion loadings. The proposed model is based on the notion of a structural yield surface and uses a small-strain cyclic plasticity model to describe stress-strain relations. A notch load-strain curve is calculated with Neuber's rule and incremental nonlinear finite element analysis. The presented model is applied to simulate the notch root deformations of a cir-cumferentially notched specimen under cyclic tension-compression-torsion loading histories. The model predictions are evaluated with strain measurements at the notch root of the specimen in a comprehensive set of cyclic tests. The computed strain loops were in accord with experimental data and matched qualitatively with measured shear-axial strain histories irrespective of loading path of the test. In proportional balanced torsion-axial loading, the nonlinear shear strain-axial strain loops were calculated properly. The modeling errors were determined to be a function of the loading path shape, and compared to shear strains, axial strain predictions were more accurate.
机译:本文提出了一个缺口分析模型,用于对轴向和扭转载荷共同作用下的1070型缺口试样的多轴应变进行数值预测。该模型基于结构屈服面的概念,并使用小应变循环可塑性模型来描述应力-应变关系。使用Neuber规则和增量非线性有限元分析来计算缺口载荷-应变曲线。该模型被用于模拟循环拉伸-压缩-扭转载荷作用下圆弧形缺口试样的缺口根部变形。在一组全面的循环测试中,通过在样品的缺口根部进行应变测量来评估模型预测。所计算的应变环与实验数据相符,并且与测得的剪切轴向应变历史定性匹配,而与试验的载荷路径无关。在成比例的平衡扭转轴向载荷下,正确计算了非线性剪切应变-轴向应变环。确定建模误差是加载路径形状的函数,并且与剪切应变相比,轴向应变预测更加准确。

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