金属环面结构的有限元优化

Zaigham Saeed Toor, Ahsan Abdul Rauf
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引用次数: 0

摘要

本研究论文采用了三维方法,将田口著名的三因素实验设计——有限元分析与三维相结合。提出了一种优化基于锂(Li)和铅(Pb)的环形器的想法,因为它们是已知的有害材料。该方法强调通过外径、厚度和母材的最小和最大规格参数变化来生成不同的运行顺序。在实验设计的基础上,对计算出的运行顺序进行了建模和仿真,以选择最佳的参数组合。将组合中产生的解析应力与数值应力进行了比较,以验证模型。通过分析仿真得到的On-Mises应力和变形结果,选择环面结构的优化设计方案,并对最终形状进行建模。解析应力和数值应力吻合较好,证明了所提方法的有效性。该方法在制造之前有效地对这些样品进行建模,因此所有材料和几何方面都可以在冒险与实际工人进行物理接触之前最终确定。
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Structural Optimization of Metallic Toroid using Finite Element Method
This research paper has used a three-dimensional approach that combines Finite Element Analysis, the famous three-factor Design of Experiments by Taguchi, with the third dimension. An idea to optimize a Lithium (Li) and Lead (Pb) based Toroid is presented as they are known hazardous materials. The approach emphasized generating different run orders by a parametric variation of outer diameter, thickness, and base metal on the minimum and maximum specifications. Based on the Design of Experiments, the calculated run orders were modelled and simulated under the specified loading conditions to select the best combination of parameters. The analytical stresses generated in the combinations were compared with the numerical counterparts for model validation. On-Mises stress and deformation results from the simulation were analyzed to select the optimized design of Toroid structure and the final shape was modelled accordingly. The analytical and numerical stresses also showed good agreement with each other, supporting the validity of the presented approach. The method effectively models such specimens before fabrication, so that all material and geometric aspects can be finalized before risking physical contact with the actual worker.
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