DocumentCode
1512197
Title
Performance of a brushless DC motor due to the axial geometry of the permanent magnet
Author
Jang, G.H. ; Yoon, J.W. ; Ro, K.C. ; Park, N.Y. ; Jang, S.M.
Author_Institution
Hanyang Univ., Seoul, South Korea
Volume
33
Issue
5
fYear
1997
fDate
9/1/1997 12:00:00 AM
Firstpage
4101
Lastpage
4103
Abstract
This paper investigated the skewing effect of the permanent magnet through three dimensional finite element analysis of a brushless DC motor, the principle of virtual work and Maxwell stress tensor by analyzing the mechanism and the characteristics of the production of the torque and the unbalanced magnetic force in the axial direction. It also suggested the novel shape of a herringbone magnet which increases the torque efficiency when rotated only in one direction. Skew magnets reduce the cogging torque by canceling the tangential force from the upper and the lower magnet because it has an anti-symmetric structure of permanent magnet with respect to the mid-plane. They produce the unbalanced magnetic force in the axial direction. However, herringbone magnets produce the increased cogging torque in any position due to the symmetry of the permanent magnet with respect to the mid-plane, which results in the large commutation torque. They do not produce the unbalanced magnetic force in an axial direction
Keywords
brushless DC motors; commutation; electromagnetic forces; finite element analysis; machine theory; permanent magnet motors; torque; Maxwell stress tensor; anti-symmetric structure; axial geometry; brushless DC motor; cogging torque; commutation torque; herringbone magnet; permanent magnet; skewing effect; tangential force canceling; three dimensional finite element analysis; torque efficiency; unbalanced magnetic force; virtual work; Brushless DC motors; Finite element methods; Forging; Geometry; Magnetic analysis; Magnetic forces; Permanent magnets; Production; Tensile stress; Torque;
fLanguage
English
Journal_Title
Magnetics, IEEE Transactions on
Publisher
ieee
ISSN
0018-9464
Type
jour
DOI
10.1109/20.619676
Filename
619676
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