In this article, we propose a new numerical method for the computation of electromagnetic modes in an optical fibre. The main difficulty lies in the fact that we have to solve an eigenvalue problem posed in 1. We reduce the problem to a disc with the help of the introduction of non-local boundary op
ON A NUMERICAL METHOD FOR THE EVALUATION OF ELECTROMAGNETIC LOSSES IN ELECTRIC MACHINERY
✍ Scribed by L. R. DUPRÉ; J. A. A. MELKEBEEK; R. VAN KEER
- Publisher
- John Wiley and Sons
- Year
- 1996
- Tongue
- English
- Weight
- 872 KB
- Volume
- 39
- Category
- Article
- ISSN
- 0029-5981
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✦ Synopsis
The paper deals with a numerical method for the evaluation of the magnetic iron losses in steel laminations used in rotating electric machinery. The magnetic hysteresis and the eddy current effects are directly and simultaneously taken into account. Hereby commonly used analytic expressions for the distribution function in the widely adapted Preisach hysteresis model are found to be not quite accurate. The magnetic circuit is decomposed into magnetic and air gap network elements, connected by fundamental loops. The magnetic network elements show a finite element structure. The kinematics of the electric machine is deliberately taken into account by an interpolation technique. Although the model retains the essential features of a cumbersome 3-D problem, a relatively simple algorithm may be developed. For the resulting algebraic system, we propose a suitable decoupling technique, which is efficient from the computational point of view. Numerical experiments show that the results obtained by our numerical approach are in good agreement with the known behaviour of the magnetic material.
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