Authors: XingBin Pan
Publish Date: 2009/03/17
Volume: 36, Issue: 3, Pages: 317-
Abstract
This paper concerns a quasilinear system involving the operator curl This system is an approximation of the anisotropic Ginzburg–Landau system which describes the Meissner state of type II superconductors The existence of the weak solutions of the quasilinear system is proved by applying a variational method to a modified functional and the C 2+α regularity of the weak solutions H is established without assuming the boundedness of curl H
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