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Multi-Objective Optimization of Bi-Layer Metallic Sheet Using Pareto-Based Genetic Algorithm

机译:基于帕累托遗传算法的双层金属薄板多目标优化

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摘要

The bi-layer materials have been used widely during past decades due to their specific characteristics like lighter weight, more corrosion resistance, and insulation features in comparison with mono-layers which consisting them. In this research the aim is achieving to best combination of bi-layer material (Al3105-St14) to satisfy two objectives of weight and formability while it has a constant total thickness. The represent the formability objective and is derived from M-K model associated with Barlat-Lian yield criteria. Another objective is weight of per unit area. The data of experiments are designed based on full factorial method and the surfaces are best polynomial which can fit the variables and objectives. The MATLAB software and the genetic algorithm (GA) are used to generate feasible combination of thickness to provide to minimize the weight and maximize the formability. The Pareto frontier is utilized to satisfy two objective functions simultaneously. The best answer is selected with norm approaching and minimum distance method.
机译:与组成它们的单层相比,由于双层材料的特殊特性,例如重量更轻,抗腐蚀性更强,绝缘性能更佳,在过去的几十年中已被广泛使用。在这项研究中,目的是实现双层材料(Al3105-St14)的最佳组合,以满足重量和可成型性两个目标,同时使总厚度恒定。代表可成形性目标,是从与Barlat-Lian屈服准则相关的M-K模型得出的。另一个目标是单位面积的重量。实验数据是基于全因子法设计的,曲面是可以拟合变量和目标的最佳多项式。使用MATLAB软件和遗传算法(GA)生成可行的厚度组合,以提供最小的重量和最大的可成形性。利用帕累托边界同时满足两个目标函数。最佳答案是通过范数逼近和最小距离法来选择的。

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