Application Catalog


157 - Analysis of Eddy Currents in an IPM Motor Using the Gap Flux Boundary <DP,FQ>


Overview
Analysis of Eddy Currents in an IPM Motor Using the Gap Flux Boundary :Overview
Closeup

The eddy current loss of magnets cannot be ignored with the increasing use of highly conductive magnets as well as the need for faster and smaller motors. One way to decrease the eddy current loss is to use divided magnets. Ways to reduce the eddy current loss by dividing magnets can be examined using analyses.
This example presents the use of a magnetic field analysis to obtain the variations of eddy current loss in magnets by the number of divisions using the gap flux boundary condition. The analysis results can be obtained more efficiently reducing the time required for the standard transient response analysis by using the gap flux condition.

Variations of Loss by Magnet Divisions
The eddy current loss of the magnets is indicated in Fig. 1 and the eddy current loss density distribution is indicated in Fig.2.
The loss is large at 2,880 Hz as indicated by Fig. 1. The higher loss is caused by the slot harmonic components determined from the rotation speed times the number of slots. The eddy current loss decreases as the number of magnet divisions increases as indicated by Fig. 1 and Fig. 2.
The magnetic flux linking to each divided magnet is reduced by increasing the number of divisions. Therefore, the eddy current density of each divided magnet is reduced and the total eddy current loss decreases.

Eddy Current Density Distribution of the Magnets
The eddy current density distribution in the magnets at 2,880 Hz is indicated in Fig. 3. The eddy currents are reduced by dividing the magnets.

Updated: 2011-01-17



Contact US