논문상세정보
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- 저자 Yunlu Du Baocheng Guo Z. Djelloul-khedda Fei Peng Yunkai Huang
- 제어번호 108280155
- 학술지명 Journal of Magnetics
- 권호사항 Vol. 27 No. 3 [ 2022 ]
- 발행처 한국자기학회
- 자료유형 학술저널
- 수록면 263-271 ( 9쪽)
- 언어 English
- 출판년도 2022
- 등재정보 KCI등재
- 판매처
- 주제어 210023 44225 Accepted 21 July 2022) This paper first presents a general two-dimension (2D) harmonic analytical solution for the magnetic field of electric machines in the Cartesian coordinates. In this solution Algeria (Received 5 April 2022 Baocheng Guo2 China 2School of Electrical and Automation Engineering China 31LESI Laboratory Fei Peng1 Khemis Miliana Nanjing 210096 Nanjing Normal University Received in final form 15 July 2022 Road of Theniet El-had Southeast University Univ. Djilali Bounaama Khemis Miliana Z. Djelloul-khedda3 and Yunkai Huang1 1School of Electrical Engineering and the particular solutions in Cartesian coordinates are solved. By applying the complex Fourier separation method such as linear permanent magnet (PM) machines and axial flux PM machines. Keywords : the magnetic field in the inhomogeneous region is solved from system equations. Numerical examples validate the presented method and the obtained results have a satisfactory agreement with the finite element analysis. The proposed model in this paper has the relative permeance is directly considered in Laplace and Poisson’s equations with the boundary and interface conditions © 2022 Journal of Magnetics Two-dimensional Harmonic Modelling for Electro-magnetic Solution in Cartesian Coordinates Yunlu Du1*
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