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基于遗传算法扭矩映射方法的非周向对称永磁球形电机建模与分析

Modeling and analysis of non-circumferential symmetric permanent magnet spherical motor using genetic algorithm-based torque map method.

作者信息

Zhou Sili, Li Guoli, Wang Qunjing, Lou Jiachuan, Li Haolin, Xu Jiazi

机构信息

School of Electrical and Information Engineering, Anhui University of Science and Technology, Huainan 232001, China.

National Engineering Laboratory of Energy-Saving Motor & Control Technology, Anhui University, Hefei 230601, China.

出版信息

Rev Sci Instrum. 2024 Oct 1;95(10). doi: 10.1063/5.0219689.

Abstract

A permanent magnet spherical motor (PMSpM) is a typical multiple-degree-of-freedom apparatus. This paper proposes a torque map-based torque model and its counterpart using a genetic algorithm for the PMSpM with non-circumferential symmetric permanent magnets. The basic structure and operating principle of the PMSpM under study are presented. The analytic model of the 3D magnetic field is researched using the spherical harmonic method. The magnetic field model is verified via finite element method (FEM) analysis and an experiment of radial magnetic flux density. The analytic torque model is formulated using the Lorentz force method. The torque maps are established according to the principle, and the torque map-based torque model originates from the maps. FEM and the experimental results prove the correctness of the torque map-based torque model, and real-time performance of the torque model is also estimated. To solve the coil current calculation difficulty, the genetic algorithm is introduced for establishing the reversal torque model; MATLAB simulation is conducted for the convergence speed of the reversal torque model; and the real-time performance is studied on Qt 5.14/C++ upper software.

摘要

永磁球形电机(PMSpM)是一种典型的多自由度装置。本文针对具有非周向对称永磁体的PMSpM,提出了一种基于转矩映射的转矩模型及其使用遗传算法的对应模型。介绍了所研究的PMSpM的基本结构和工作原理。采用球谐方法研究了三维磁场的解析模型。通过有限元法(FEM)分析和径向磁通密度实验对磁场模型进行了验证。利用洛伦兹力法建立了解析转矩模型。根据该原理建立了转矩映射,基于转矩映射的转矩模型源于这些映射。有限元法和实验结果证明了基于转矩映射的转矩模型的正确性,同时也评估了转矩模型的实时性能。为了解决线圈电流计算困难的问题,引入遗传算法建立反向转矩模型;对反向转矩模型的收敛速度进行了MATLAB仿真;并在Qt 5.14/C++上位软件上研究了其实时性能。

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