Low space order analysis of radial pressure in SPMSM with analytical and convolution approaches

Patricio La Delfa (1) , Mathias Fakam (1) , Michel Hecquet (1) , Frédéric Gillon (1)

1 L2EP - Laboratoire d’Électrotechnique et d’Électronique de Puissance - ULR 2697

— This paper presents an analysis of low the space order of the air-gap radial Maxwell pressures in Surface Permanent Magnet Synchronous Machines (SPMSM) with fractional slot concentrated windings. The air-gap Maxwell pressures result from the multiplication of the flux density harmonics due to magnetomotive forces and permeance linked to the magnet, the armature, and the stator slots and their interactions. One low space order is selected and different approaches are compared to determine the origin of this pressure. First, an analytical prediction tool ACHFO (Analytical Calculation of Harmonic Force Orders) is issues to calculate the space and time orders of these magnetic pressure harmonics while identifying their origin in terms of interactions between magnet, armature and teeth effects. Additionally, the analytical prediction of ACHFO is compared with the flux density convolution and finite element approaches. The main advantage of our tool is the speed of computation. Finally, an experimental Operational Deflection Shape measurement (ODS) is performed to show the deflection shape of the low space order selected. Keywords— fractional slot concentrated winding, air-gap radial Maxwell pressures; lowest space order; analytical tool; convolution analysis; operational deflection shape (ODS).

Domains: Electric power

Patricio La Delfa, Mathias Fakam, Michel Hecquet, Frédéric Gillon. Low space order analysis of radial pressure in SPMSM with analytical and convolution approaches. IEEE Transactions on Magnetics, 2016. ⟨hal-01711040⟩