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Fast Inverse Forming Prediction of Auto Panel Flanging on Curvature Blankholder

机译:在曲率虚空壁上的自动面板法兰的快速逆形成预测

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A fast simulation scheme for 3D curved binder flanging and blank shape prediction of sheet metal based on one-step inverse finite element method is proposed, in which the total plasticity theory and proportional loading assumption are used. The scheme can be actually used to simulate 3D flanging with complex curve binder shape, and suitable for simulating any type of flanging model by numerically determining the flanging height and flanging lines. Compared with other methods such as analytic algorithm and blank sheet-cut return method, the prominent advantage of the present scheme is that it can directly predict the location of the 3D flanging lines when simulating the flanging process. Therefore, the prediction time of flanging lines will be obviously decreased. Two typical 3D curve binder flanging including stretch and shrink characters are simulated in the same time by using the present scheme and incremental FE non-inverse algorithm based on incremental plasticity theory, which show the validity and high efficiency of the present scheme.
机译:提出了一种基于一步逆有限元法的3D弯曲粘合剂峰值和金属板坯形状预测的快速模拟方案,其中使用了总塑性理论和比例加载假设。该方案可以实际上用于模拟复杂曲线粘合剂形状的3D凸缘,并且适用于通过数值确定凸缘高度和凸缘线来模拟任何类型的凸起模型。与诸如分析算法和空白的片材切口返回方法的其他方法相比,本方案的突出优点是在模拟燃料过程时可以直接预测3D凸缘线的位置。因此,法兰线的预测时间明显减少。通过使用基于增量可塑性理论的本发明的方案和增量Fe非反向算法,在同一时间模拟包括拉伸和收缩字符的两个典型的3D曲线粘合剂峰值,其显示了当前方案的有效性和高效率。

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