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Numerical Control and Optimization of Springback in L-bending of Magnesium Alloy Through FE Analysis and Artificial Intelligence

机译:有限元分析和人工智能的镁合金L型弯曲回弹数值控制与优化

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摘要

Springback is an undesirable phenomenon that extensively occurs during sheet metal forming processes. There are many parameters which have great influence on springback. Hence, selection of appropriate controllable parameters may lead to spingback reduction. In the present work an attempt has been made to find optimal combination of L-bending parameters (i.e. die temperature, step distance, lower punch radius, die clearance and step height) regarding minimum springback. Here, combination of finite element model (which was validated through trial experiments) and Taguchi experimental design were used to form design matrix. Then adaptive neuro-fuzzy inference system (ANFIS) was then applied to correlate intelligent relationships between process inputs and springback. The accuracy of developed ANFIS model was compared with FE model and experimental testing data. Finally, the teaching learning based optimization algorithm was combined with the developed ANFIS model to minimize the springback. The obtained optimal results were then compared with those derived from FE model and experiments and showed that the proposed approach can predict the optimal drawing process accurately. Furthermore, the optimum results were discussed carefully according to mechanical behavior of L-bending process and through implicit finite element model.
机译:回弹是在金属板成型过程中广泛发生的不良现象。有许多参数对回弹有很大影响。因此,选择适当的可控参数可能会导致回喷降低。在本工作中,已经尝试寻找关于最小回弹的L形弯曲参数(即模具温度,阶梯距离,较低的冲头半径,模具间隙和阶梯高度)的最佳组合。在这里,有限元模型(通过试验验证)和田口实验设计的组合被用来形成设计矩阵。然后,将自适应神经模糊推理系统(ANFIS)应用于关联过程输入和回弹之间的智能关系。将开发的ANFIS模型的准确性与FE模型和实验测试数据进行了比较。最后,将基于教学学习的优化算法与开发的ANFIS模型相结合,以最大程度地减少回弹。然后将获得的最佳结果与从有限元模型和实验得出的结果进行比较,结果表明所提出的方法可以准确地预测最佳绘制过程。此外,根据L-弯曲过程的力学行为并通过隐式有限元模型仔细讨论了最佳结果。

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