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Importance of appropriate modeling of the Bauschinger effect in springback analysis

机译:回弹分析中适当的鲍辛格效应模型的重要性

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FE analysis of springback after hat-shaped draw-bending for various die radii were conducted using the following four types of material models a) the isotropic hardening model (IH model); b) the linear kinematic hardening model (LK model); c) the IH + Armstrong-Frederick-type nonlinear kinematic hardening model (IH +NLK(AF)model); and d) the present authors' original model which is characterized by the accurate description of the transient Bauschinger effect (Yoshida-Uemori model). Experiments were also performed on high-strength steel sheets to enable comparison of the analytical predictions with the experimental results. It was found in the present work that proper modeling of the Bauschinger effect is of vital importance as well as the prestrain dependency of Young's modulus for accurate prediction of springback. Among these material models, the Yoshida-Uemori model gave the most accurate predictions of springback.
机译:使用以下四种类型的材料模型对各种模具半径的帽形拉弯后的回弹进行有限元分析。a)各向同性硬化模型(IH模型); b)线性运动硬化模型(LK模型); c)IH + Armstrong-Frederick型非线性运动硬化模型(IH + NLK(AF)模型); d)本作者的原始模型,其特征在于对瞬态包辛格效应的准确描述(吉田植森模型)。还对高强度钢板进行了实验,以便将分析预测与实验结果进行比较。在目前的工作中发现,对鲍辛格效应的正确建模以及杨氏模量对精确回弹的预应变依赖性至关重要。在这些材料模型中,吉田植森模型给出了最准确的回弹预测。

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