Study on Analysis Method of Asymmetric Permanent Magnet Assistance Synchronous Reluctance Motor Considering Magnetic Neutral Plane Shift

  • Kim, Hyunwoo
  • Park, Yeji
  • Oh, Seung-Taek
  • Jang, Hyungkwan
  • Jung, Dong-Hoon
  • ... Lee, Ju
  • 외 1명
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초록

This paper establishes an analysis method of permanent magnet assistant synchronous motor (PMA SynRM) with asymmetric barrier. In a general motor analysis method, the inductance is calculated using the dq-axis vector diagram. In addition, the characteristics of the motor are analyzed by separating the magnetic torque and the reluctance torque. However, in an asymmetric motor, the magnetic neutral plane (MNP) is shifted because the magnetic permeance is asymmetric. Therefore, it is difficult to analysis the characteristic of the asymmetric motor because it involves errors applying the general analysis method. In this paper, the magnetic property of the asymmetric motor is analyzed and the analysis method of asymmetric motor is proposed. To verify the proposed analysis method, PMA SynRM is designed as a conventional model. Furthermore, the magnetic torque and reluctance torque are separated through the proposed analysis method. The validity of the proposed analysis method is verified through finite element analysis (FEA) and manufacture of the conventional model.

키워드

Asymmetric motorfinite element analysis (FEA)magnetic neutral planepermanent magnet assistant synchronous reluctance motor (PMA SynRM)Finite element methodMagnetic permeabilityMagnetismPermanent magnetsTorqueReluctance motorsAnalysis methodAsymmetric barriersConventional modelingMagnetic permeanceMagnetic torquesNeutral planeReluctance torqueSynchronous Reluctance motor
제목
Study on Analysis Method of Asymmetric Permanent Magnet Assistance Synchronous Reluctance Motor Considering Magnetic Neutral Plane Shift
저자
Kim, HyunwooPark, YejiOh, Seung-TaekJang, HyungkwanJung, Dong-HoonJang, Ik SangLee, Ju
DOI
10.1109/TASC.2020.2968012
발행일
2020-06
유형
Article
저널명
IEEE Transactions on Applied Superconductivity
30
4
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1 ~ 4