Robust Multi-Objective Optimization for BEESM Based on Improved Climbing Algorithm

被引:0
|
作者
Xu N. [1 ]
Sun X. [1 ]
Li K. [2 ]
Yao M. [3 ]
机构
[1] Automotive Engineering Research Institute, Jiangsu University, Zhenjiang
[2] School of Electrical and Information Engineering, Jiangsu University, Zhenjiang
[3] School of Automotive and Traffic Engineering, Jiangsu University, Zhenjiang
来源
Progress In Electromagnetics Research B | 2022年 / 97卷
基金
中国国家自然科学基金;
关键词
Design - Multiobjective optimization;
D O I
10.2528/PIERB22080901
中图分类号
学科分类号
摘要
Robust optimization design of brushless electrically excited synchronous machines (BEESMs) is a problem that has received extensive attention. The increase in finite element calculation cost due to the increase in the number of motor parameters is one of the main problems faced by optimization. In this paper, a robust multi-objective optimization design method of BEESM based on an improved hill-climbing algorithm is proposed. All design parameters are divided into three subspaces according to the sensitivity by the sensitivity analysis method combined with Kendall's rank coefficient, thereby reducing the consumption required for finite element model (FEM) calculation. The screening problem of Pareto frontier solutions is solved by an improved hill-climbing algorithm. The candidate points to be optimized are screened through the improved climbing algorithm, and only the candidate points located on the Pareto frontier will be optimized, which ensures the high performance of the candidate points. Based on the noise problems that may occur in actual production and processing, the candidate points are robustly analyzed, and the optimal design is screened out. The robust optimization design method proposed in this paper can reduce the computational cost and improve the robustness of the motor based on improving the performance of the motor. © 2022, Progress In Electromagnetics Research B. All Rights Reserved.
引用
收藏
相关论文
共 50 条
  • [1] An improved multi-objective optimization algorithm based on decomposition
    Wang, Wanliang
    Wang, Zheng
    Li, Guoqing
    Ying, Senliang
    2019 TENTH INTERNATIONAL CONFERENCE ON INTELLIGENT CONTROL AND INFORMATION PROCESSING (ICICIP), 2019, : 327 - 333
  • [2] Multi-objective optimization based on improved differential evolution algorithm
    Wang, Shuqiang, 1600, Universitas Ahmad Dahlan (12):
  • [3] Multi-objective genetic algorithm based on improved chaotic optimization
    Wang, Rui-Qi
    Zhang, Cheng-Hui
    Li, Ke
    Kongzhi yu Juece/Control and Decision, 2011, 26 (09): : 1391 - 1397
  • [4] An Improved Multi-objective Optimization Algorithm Based on Reinforcement Learning
    Liu, Jun
    Zhou, Yi
    Qiu, Yimin
    Li, Zhongfeng
    ADVANCES IN SWARM INTELLIGENCE, ICSI 2022, PT I, 2022, : 501 - 513
  • [5] Multi-objective optimization with improved genetic algorithm
    Ishibashi, H
    Aguirre, HE
    Tanaka, K
    Sugimura, T
    SMC 2000 CONFERENCE PROCEEDINGS: 2000 IEEE INTERNATIONAL CONFERENCE ON SYSTEMS, MAN & CYBERNETICS, VOL 1-5, 2000, : 3852 - 3857
  • [6] An improved genetic algorithm for multi-objective optimization
    Lin, F
    He, GM
    PDCAT 2005: Sixth International Conference on Parallel and Distributed Computing, Applications and Technologies, Proceedings, 2005, : 938 - 940
  • [7] An improved genetic algorithm for multi-objective optimization
    Chen, GL
    Guo, WZ
    Tu, XZ
    Chen, HW
    Progress in Intelligence Computation & Applications, 2005, : 204 - 210
  • [8] Improved multi-objective differential evolution algorithm based on a decomposition strategy for multi-objective optimization problems
    Mingwei Fan
    Jianhong Chen
    Zuanjia Xie
    Haibin Ouyang
    Steven Li
    Liqun Gao
    Scientific Reports, 12
  • [9] Improved multi-objective differential evolution algorithm based on a decomposition strategy for multi-objective optimization problems
    Fan, Mingwei
    Chen, Jianhong
    Xie, Zuanjia
    Ouyang, Haibin
    Li, Steven
    Gao, Liqun
    SCIENTIFIC REPORTS, 2022, 12 (01)
  • [10] Robust Multi-Objective Optimization of a 3-Pole Active Magnetic Bearing Based on Combined Curves With Climbing Algorithm
    Jin, Zhijia
    Sun, Xiaodong
    Chen, Long
    Yang, Zebin
    IEEE TRANSACTIONS ON INDUSTRIAL ELECTRONICS, 2022, 69 (06) : 5491 - 5501