The quasi-static problem for an electromagnetic conductor (Q1373436)

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scientific article; zbMATH DE number 1089800
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English
The quasi-static problem for an electromagnetic conductor
scientific article; zbMATH DE number 1089800

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    The quasi-static problem for an electromagnetic conductor (English)
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    10 May 1998
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    The author considers the problem of an electromagnetic field within a volume when there is a dissipative boundary condition of Schelkunoff-Graffi type, and when it is assumed that the terms \(\partial B/\partial t\) and \(\partial D/\partial t\) are negligible. He discusses the properties of a weak solution and proves that it is unique. The paper closes with a discussion of the case when the fields are periodic.
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    uniqueness
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    dissipative boundary condition
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    weak solution
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