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A variational inequality in
Bean's model for superconductors with displacement current
The paper deals with Bean's critical state model for the
description of the electromagnetic field
in superconductors. A variational inequality for the quasi-stationary
approximation on a part of the spatial domain is given.
The main goals are the existence, uniqueness and asymptotic
behavior as $t\rightarrow\infty$ of the solutions
to that system.