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Alternative vector potential formulations of 3-D magnetostatic field problems

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3 Author(s)
Z. Csendes ; McGill University Montreal, Canada ; J. Weiss ; S. Hoole

A unified theory of three-dimensional vector potential formulations of magnetostatic field problems is presented. It is shown that existing formulations are based on one of two equivalent boundary value problems. A new formulation is derived, using the concept of projection between the space of arbitrary vector finite elements and the space of non-divergent vector finite elements. The merits of the different approaches are examined.

Published in:

IEEE Transactions on Magnetics  (Volume:18 ,  Issue: 2 )