New mathematical model and vector simulator of synchronous reluctance motor with space-varying inductances

被引:0
|
作者
Shinnaka S. [1 ]
机构
[1] Dept. of Electrical Engineering, Kanagawa University, 3-27-1, Rokkakubashi, Kanagawa-ku, Yokohama
来源
Shinnaka, Shinji (shinnaka@kanagawa-u.ac.jp) | 1600年 / Institute of Electrical Engineers of Japan卷 / 140期
关键词
Inductance; Mathematical model; Simulator; Synchronous reluctance motor; Torque ripple;
D O I
10.1541/ieejias.140.327
中图分类号
学科分类号
摘要
This paper proposes a new mathematical model and simulator for synchronous reluctance motors, which generate torque ripples depending on the rotor position. The proposed model has the following advantages. (a) It has the generality that it is constructed in the general reference frame and can handle stator inductances in any form. (b) It comprises three self-consistent basic equations: circuit, torque-evolution, and energy-transmission equations. (d) It presents a new “inductance differential torque” that is directly related to the space-variable inductance, and can reproduce the torque ripples. The proposed simulator accurately reproduces the current, flux, torque, etc. specified by the model. Moreover, it adopts the most compact structure using the vector signals in the general reference frame. The model is validated in a rigorous analytical manner, and the usefulness of the simulator is demonstrated through simulations reproducing torque ripple depending on the rotor position. © 2020 The Institute of Electrical Engineers of Japan.
引用
收藏
页码:327 / 339
页数:12
相关论文
共 50 条
  • [31] Mathematical Model of Novel Wound-Field Synchronous Motor Self-Excited by Space Harmonics
    Aoyama, Masahiro
    Noguchi, Toshihiko
    2014 INTERNATIONAL POWER ELECTRONICS CONFERENCE (IPEC-HIROSHIMA 2014 - ECCE-ASIA), 2014, : 1405 - 1411
  • [32] Mirror-phase characteristics of synchronous reluctance motor and salient-pole orientation methods for sensorless vector controls
    Shinnaka, S
    ELECTRICAL ENGINEERING IN JAPAN, 2002, 139 (02) : 61 - 71
  • [33] Vector Control of Matrix Converter-Fed Synchronous Reluctance Motor Based on Flux Observer
    Yousefi-Talouki, Arzhang
    Pellegrino, Gianmario
    2015 IEEE WORKSHOP ON ELECTRICAL MACHINES DESIGN, CONTROL AND DIAGNOSIS (WEMDCD), 2015, : 210 - 215
  • [34] Design of a Research Laboratory Drive System for a Synchronous Reluctance Motor for Vector Control and Performance Analysis
    Heidari, Hamidreza
    Rassolkin, Anton
    Kallaste, Ants
    Vaimann, Toomas
    Andriushchenko, Ekaterina
    Belahcen, Anouar
    INVENTIONS, 2021, 6 (04)
  • [35] Simulation analysis of variable current angle vector control and direct torque and flux vector control of synchronous reluctance motor
    Machlarz, Radoslaw
    PRZEGLAD ELEKTROTECHNICZNY, 2012, 88 (11B): : 326 - 327
  • [36] Inductance calculation and new modeling of a synchronous reluctance motor using flux linkages
    Denso Co., Ltd., 1-1, Showa-cho, Kariya, Aichi 448-8661
    不详
    不详
    不详
    不详
    不详
    IEEJ Trans. Ind Appl., 2007, 2 (158-166): : 158 - 166
  • [37] A new control strategy for optimum-efficiency operation of a synchronous reluctance motor
    Matsuo, T
    ElAntably, A
    Lipo, TA
    IEEE TRANSACTIONS ON INDUSTRY APPLICATIONS, 1997, 33 (05) : 1146 - 1153
  • [38] Finite control set model predictive current control for reluctance synchronous motor
    Surus, Robert
    Niewiara, Lukasz J.
    Tarczewski, Tomasz
    Grzesiak, Lech M.
    2022 IEEE 20TH INTERNATIONAL POWER ELECTRONICS AND MOTION CONTROL CONFERENCE, PEMC, 2022, : 235 - 242
  • [39] Mathematical Models of Synchronous Reluctance Motor Considering Iron Loss and Cross-Magnetic Saturation with Reciprocity Relation of Mutual Inductance
    Yamamoto, Shu
    Kojima, Takuya
    Hirahara, Hideaki
    IEEJ JOURNAL OF INDUSTRY APPLICATIONS, 2022, 11 (01) : 206 - 215
  • [40] Constructing a mathematical model of a synchronous motor with permanent magnets on the rotor
    Korshunov A.I.
    Russ Electr Eng, 2009, 1 (15-22): : 15 - 22