基于子空间和序列策略的高速永磁电机多物理场优化

Q1 Mathematics
Honglin Yan, Guanghui Du, Wentao Gao, Yanhong Chen, Cunlong Cui, Kai Xu
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引用次数: 0

摘要

在优化高速永磁电机(HSPMMs)时,必须同时考虑电磁特性、转子应力、转子动力学和温度特性,而且定子和转子都有许多优化参数。这些因素给 HSPMM 的多物理场优化带来了巨大挑战。因此,本文针对 60 kW 30,000 rpm 的 HSPMM 提出了一种多物理场优化流程,将子空间策略和顺序策略相结合,以缓解高训练量和相互耦合的问题。首先确定了定子和转子的十个优化参数。然后,通过对转子应力和转子动力学的有限元分析,确定了转子关键参数的取值范围。接下来,在电磁优化过程中,根据子空间优化策略,将优化过程划分为转子参数子空间和定子参数子空间。此外,还根据优化结果检查了温度场。最后,制造原型并测试其综合性能,以验证多物理场优化过程。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Multiphysics Optimization of a High-Speed Permanent Magnet Motor Based on Subspace and Sequential Strategy
In the optimization of high-speed permanent magnet motors (HSPMMs), electromagnetic characteristics, rotor stress, rotor dynamics, and temperature characteristics must all be considered simultaneously, and there are numerous optimization parameters for both the stator and rotor. These factors pose significant challenges to the multiphysics optimization of HSPMMs. Therefore, this paper presents a multiphysics optimization process for the HSPMM of 60 kW 30,000 rpm by combining subspace strategy and sequential strategy to mitigate the issues of high training volume and mutual coupling. Ten optimization parameters of stator and rotor are determined firstly. Then, using finite element analysis of rotor stress and rotor dynamics, the range of values for critical parameters of the rotor is established. Next, in the electromagnetic optimization, the process is divided into rotor parameter subspace and stator parameter subspace according to the subspace optimization strategy. The temperature field is also checked based on the optimization results. Finally, a prototype is manufactured and the comprehensive performance is tested to validate the multiphysics optimization process.
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来源期刊
Applied Sciences
Applied Sciences Mathematics-Applied Mathematics
CiteScore
6.40
自引率
0.00%
发文量
0
审稿时长
11 weeks
期刊介绍: APPS is an international journal. APPS covers a wide spectrum of pure and applied mathematics in science and technology, promoting especially papers presented at Carpato-Balkan meetings. The Editorial Board of APPS takes a very active role in selecting and refereeing papers, ensuring the best quality of contemporary mathematics and its applications. APPS is abstracted in Zentralblatt für Mathematik. The APPS journal uses Double blind peer review.
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