On a three-dimensional free boundary problem in superconductivity involving mean curvature (Q2710425)
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scientific article
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | On a three-dimensional free boundary problem in superconductivity involving mean curvature |
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On a three-dimensional free boundary problem in superconductivity involving mean curvature (English)
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10 October 2001
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free boundary value problem
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superconductivity
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regularity
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Stefan problem
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Gibbs-Thompson law
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existence
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uniqueness
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The paper deals with a free boundary value problem for a parabolic system, which arise in simulation of superconductivity of type I. The main part of this problem is the Stefan problem with Gibbs-Thompson law at the free boundary. The author proves the existence and the uniqueness of a classical solution.
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