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Effects of yield point and plastic anisotropy on results of elastic-plastic finite element analysis of tension leveling

机译:屈服点和塑性各向异性对拉伸均衡弹塑性有限元分析结果的影响

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摘要

Tension leveling is an important industrial process to eliminate the flatness defects and residual stresses of metal strips to provide high-quality sheet metals for subsequent sheet metal forming. The finite element (FE) method can be applied to elucidate the effects of process parameters on the quality of sheets after tension leveling for various materials. In our previous investigation, an accurate FE model has been established for the elastic-plastic FE analysis of tension leveling. In this study, we further studied the effects of the yield point and plastic anisotropy on tension leveling using the FE model established in our previous investigation. Aiming at improving the accuracy of simulation, a modified constitutive model was developed to describe the anisotropic hardening of materials under cyclic loading. The modified constitutive model was implemented into Abaqus/Standard as a user-defined material subroutine to simulate the development of the anisotropy in materials during tension leveling. The modified model was also applied to the FE analysis of sheet metal forming processes to demonstrate its simulation capability and accuracy.
机译:拉伸矫平是消除金属带材平整度缺陷和残余应力的重要工业工艺,为后续钣金成型提供高质量的钣金。有限元(FE)方法可用于阐明各种材料张力均衡后工艺参数对板材质量的影响。在之前的研究中,已经建立了一个精确的有限元模型,用于拉伸均衡的弹塑性有限元分析。在这项研究中,我们使用之前研究中建立的有限元模型进一步研究了屈服点和塑性各向异性对张力均衡的影响。为了提高仿真精度,建立了改进的本构模型来描述材料在循环载荷下的各向异性硬化。修改后的本构模型作为用户定义的材料子程序被实现到 Abaqus/Standard 中,以模拟张力均衡过程中材料各向异性的发展。改进后的模型还应用于钣金成形过程的有限元分析,以证明其仿真能力和精度。

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