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Generalisation of the Potentials of a Surface of Double Distribution in Euclidean Space


     

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It is well-known that the field due to a magnetic shell at a point outside it is capable of a two-fold representation, viz., (l) as the negative of the gradient of a scalar potential Ψ and (2) as the curl of a vector potential (Pi).
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  • Generalisation of the Potentials of a Surface of Double Distribution in Euclidean Space

Abstract Views: 192  |  PDF Views: 0

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Abstract


It is well-known that the field due to a magnetic shell at a point outside it is capable of a two-fold representation, viz., (l) as the negative of the gradient of a scalar potential Ψ and (2) as the curl of a vector potential (Pi).