[W-MA-50] Effectiveness and Limits of 2D Analysis from Loss Analysis

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In electromagnetic field analysis, 2D analysis (FEM) that include iron loss evaluations are widely used as a way to find a balance between finely detailed analysis and convenient analysis. Along with improving the efficiency of motors, high precision is required for iron loss analysis and it can be said that analysis methods have also advanced accordingly.
Analytical methods using FFT based on iron loss characteristics obtained by the Epstein test have been applied to eddy current loss analysis of laminated iron cores (below is the method used traditionally). Although this method produces regular results under sinusoidal AC current and at low frequency, there are cases where accuracy cannot be obtained in high frequency ranges where iron loss characteristics do not exist, and also in loss analysis when DC current is in a superimposed state [1]. As a way to improve this, the 1D method [2] has been proposed which solves the distribution of magnetic flux density and eddy currents that have a degree of freedom (DOF) in the thickness direction for each steel sheet.
As described above, a method for evaluating the eddy current loss in the steel sheet of a 2D analysis has been proposed, but some challenges remain. One of the challenges is the expression of a return current in the steel sheet. Since the 1D method is a method that takes into account only eddy currents in the in-plane direction, the influence of the return current portion is ignored. On the other hand, since the method until recent times also uses iron loss characteristics from a standard 30 mm width Epstein test, it has similar problems when applied to models with different magnetic circuit widths. Although 3D analysis is necessary to accurately evaluate eddy current losses in steel sheets, to do this, knowing the effectiveness and limitations of 2D analysis as well as judging the necessity of both accuracy and calculation cost is needed.
Here, the degree of influence from return current is evaluated based on the 3D analysis and the 1D method.

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