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首页> 外文期刊>International Journal of Plasticity >Extension of quasi-plastic-elastic approach to incorporate complex plastic flow behavior - Application to springback of advanced high-strength steels (Conference Paper)
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Extension of quasi-plastic-elastic approach to incorporate complex plastic flow behavior - Application to springback of advanced high-strength steels (Conference Paper)

机译:扩展准塑性-弹性方法以包含复杂的塑性流动行为-在先进的高强度钢回弹中的应用(会议论文)

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摘要

Materials modeling and numerical formulations were conducted to describe the complex material behavior upon strain path change in order to enhance the prediction accuracy of springback in advanced high strength steels (AHSS). An approach without kinematic hardening rule, or the homogeneous anisotropic hardening (HAH) model, was incorporated to the newly conceived quasi-plastic-elastic strain (QPE) formulations. The HAH model is able to capture complex plastic flow behavior of sheet metals such as the Bauschinger effect, transient behavior, work-hardening stagnation and permanent softening. The QPE approach was developed to reproduce the nonlinear elastic behavior during unloading and reloading. The two models were independently validated for predicting springback, with better performance than conventional constitutive models. In this study, the two models are combined and extended to enhance the prediction capability of springback in AHSS. For this purpose, fully implicit numerical algorithms were re-formulated to link the two modeling approaches using general anisotropic yield function and hardening for shell element. The original model was only valid for continuum isotropic element with analytical stress integration procedure. Simulations of 2D draw bending test were performed to validate the developed approach for two AHSS, DP780 and TRIP780, sheets. The springback prediction was significantly improved if most of the complex material behavior relating to elasticity and plasticity were taken into account in the finite element simulations.
机译:为了提高先进高强度钢(AHSS)的回弹预测精度,进行了材料建模和数值公式来描述应变路径改变时的复杂材料行为。没有运动硬化规则或均质各向异性硬化(HAH)模型的方法已被纳入新构思的准塑性弹性应变(QPE)公式中。 HAH模型能够捕获钣金的复杂塑性流动行为,例如包辛格效应,瞬态行为,加工硬化停滞和永久软化。开发了QPE方法来重现卸载和重新加载过程中的非线性弹性行为。相对于传统的本构模型,这两个模型经过独立验证可预测回弹,并具有更好的性能。在本研究中,将两个模型组合并扩展以增强AHSS中回弹的预测能力。为此,我们重新编写了完全隐式的数值算法,以使用通用各向异性屈服函数和壳单元硬化来链接这两种建模方法。原始模型仅适用于具有分析应力积分程序的连续各向同性单元。进行了2D拉弯试验的仿真,以验证两种AHSS DP780和TRIP780板材的开发方法。如果在有限元模拟中考虑了大多数与弹性和塑性有关的复杂材料行为,则回弹预测将得到显着改善。

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