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Extension of Topology Optimization Method Based on Regularized Level Set Function to Solving 3-D Electromagnetic Field System

机译:基于正则级别集功能的拓扑优化方法扩展求解3-D电磁场系统

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A topology optimization (TO) method is an effective tool for the practical design of electrical machines. TO was conventionally achieved by using the material density. However, material-density-based TO may produce problematic solutions; e.g., a large number of gray scale areas, and unfeasible shapes. On the other hand, when the TO is based on the advection of level set functions, it is superior in terms of both the continuity and practicability of the optimized solution. This paper proposes a level-set-based TO method for solving three-dimensional (3-D) magnetic field problems with magnetic nonlinearity.
机译:拓扑优化(至)方法是电机实用设计的有效工具。通常通过使用材料密度来实现。但是,基于材料的型号可能产生有问题的解决方案;例如,大量的灰度区域,也是不可行的形状。另一方面,当待达到水平集函数的平流时,就优化解决方案的连续性和实用性而优越。本文提出了一种基于水平集的方法,用于求解磁非线性的三维(3-D)磁场问题的方法。

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