Numerical simulation of a squirrel cage motor including magnetic wedges and radial vents

Abstract: This work is a proposal of a finite element model to obtain the electromagnetic performance of a squirrel cage motor considering the magnetic wedges and radial vents. To analyze the electromagnetic performance at the design stage, without the need to build a prototype, the paper proposes a simple two dimensions finite element model, which includes components as magnetic wedges used to hold the windings in the stator slots, radial vents in the core, which are part of motor cooling system, and edge effects to improve the model. The stator and rotor cores are modeled with an equivalent homogeneous permeability, obtained from the combination of the radial air vents of rotor and stator and the magnetic core material. The permeability of magnetic wedges is also considered. Edge effects considered are the end winding leakage inductance, representing the leakage flux in the end coils of the stator, and an equivalent impedance between rotor bars due to conductivity and leakage flux in the rings of the squirrel cage. The results obtained are compared with experimental tests performed in steady state to validate the model. Furthermore, no-load and blocked-rotor tests are simulated to estimate the equivalent circuit parameters and draw the typical induction motor torque-speed curve, which is compared with the obtained curve by means of Thevenin’s theorem. With this proposed model, the results are close to the ones obtained experimentally. The implementation of a 3D model is complex, and the computational cost can be much higher, compared to the 2D model developed here.

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Bibliographic Details
Main Authors: Aragon-Verduzco,David Antonio, Escarela-Perez,Rafael, Olivares-Galvan,Juan Carlos, Campero-Littlewood,Eduardo, Maximov,Serguei, Hernández-Ávila,Jose Luis
Format: Digital revista
Language:English
Published: Universidad Nacional Autónoma de México, Facultad de Ingeniería 2021
Online Access:http://www.scielo.org.mx/scielo.php?script=sci_arttext&pid=S1405-77432021000400100
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