Title :
Analytical approach for magnetic and acoustic modeling of flux-switching permanent-magnet motors: Application to geometrical optimization
Author :
Boisson, Julien ; Louf, F. ; Ojeda, Javier ; Mininger, Xavier ; Gabsi, Mohamed
Author_Institution :
SATIE, ENS Cachan, Cachan, France
Abstract :
This paper deals with multi-physics analytical approach for magnetic, mechanical and acoustic modeling of Flux-Switching Permanent-Magnet (FSPM) motors. The major advantage of this model is the low-computation cost compared to finite element simulation. It contains: - Magnetic model obtained by formal resolution of magneto-static Maxwell equation by Fourier series decomposition. - Mechanical and stator eigenfrequencies model based on energy method (Hamilton principle) with computation and minimization of Rayleigh quotient. - Vibratory and acoustic model obtained on computating the stator deformation through dynamic equilibrium equation in modal base formed by stator eigenmodes. First, analytical model will be introduced then validated by finite element simulation and/or by experimental measurements. Second, geometrical optimization will be presented for 3-phase 12/10 and 5-phase 20/18 FSPM motors.
Keywords :
Fourier series; Maxwell equations; finite element analysis; geometry; machine theory; magnetic flux; minimisation; permanent magnet motors; stators; 3-phase 12-10 FSPM motor; 5-phase 20-18 FSPM motor; FSPM motor; Fourier series decomposition; Hamilton principle; Rayleigh quotient minimization; acoustic modeling; dynamic equilibrium equation; energy method; finite element simulation; flux-switching permanent-magnet motor; geometrical optimization; magnetic modeling; magnetostatic Maxwell equation; mechanical modeling; multiphysics analytical approach; stator deformation; stator eigenfrequency model; vibratory model; Analytical models; Magnetic analysis; Magnetoacoustic effects; Magnetomechanical effects; Stator windings; Stress; Acoustic Noise; Eigenmodes; Experimental Measures; Finite Elements Simulations; Flux-Switching Permanent-Magnet Motor; Multi-Physics Analytical Model; Vibrational Behavior;
Conference_Titel :
Electrical Machines and Systems (ICEMS), 2014 17th International Conference on
Conference_Location :
Hangzhou
DOI :
10.1109/ICEMS.2014.7014020