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Volume 25 Issue 1
Jan.  2003
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Wu Xunlei, Ding Yaogen. AN IMPROVED CRITERION TO JUDGE THE ENERGY CONTRIBUTION OF MAGNETS[J]. Journal of Electronics & Information Technology, 2003, 25(1): 135-138.
Citation: Wu Xunlei, Ding Yaogen. AN IMPROVED CRITERION TO JUDGE THE ENERGY CONTRIBUTION OF MAGNETS[J]. Journal of Electronics & Information Technology, 2003, 25(1): 135-138.

AN IMPROVED CRITERION TO JUDGE THE ENERGY CONTRIBUTION OF MAGNETS

  • Received Date: 2001-09-03
  • Rev Recd Date: 2002-02-25
  • Publish Date: 2003-01-19
  • The optimum design of magnet structures requires that every part of the magnets work at a point on the demagnetization curve which is as near to (BH)max as possible. CTA is a program for the computation of magnetic fields in axisymmetric systems. It has some defects in its search for magnet working points, and furthermore, for a complex structure it cannot provide a sole result to judge how much magnetic energy is contributed by the magnets. In this paper the authors introduce average magnetic energy product to serve as a criterion for the judgment of the work state of magnets. For every magnet structure the improved CTA can present a unique average magnetic energy product and a map of the energy product distribution.
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  • J.H. Jensen, Optimization method for permanent-magnet structures, IEEE Trans. on Magnetics,1999, 35(6), 4465-4472.[2]J.H. Jensen, M. G. Abele, Maxinally efficient permanent magnet structures, J. Appl. Phys.,1996, 79(2), 1157-1163.[3]K.R. Davey, Magnet design optimization using variable metrics, IEEE Trans. on Magnetics,1995, 31(6), 3566-3568.[4]F. Bloch, O. Cugat, Innovating approaches to the generation of intense magnetic fields: design and optimization of a 4 Tesla permanent magnet flux source, IEEE Trans. on Magnetics, 1998,34(5), 2465-2468.[5]Xie Dexin, et al., Shape design optimization in non-linear magnetic problems using simulated annealing with complex strategy, IEEE Trans. on Magnetics, 1995, 31(6), 3569-3571.[6]Wu Xunlei, et al., Calculation of nonlinear magnetic fields in cylindrically symmetric system.[7]周寿增,董清飞著,超强永磁体,北京,冶金工业出版社,1999年,63-68.
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