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VOLUME 59 (1994) | ISSUE 1 | PAGE 55
Nonlocal effects and surface impedance of a plate of a hard superconductor
A model is proposed for describing the electrodynamics of hard superconductors with dimensions comparable to the London depth. The nonlinear response of the superconductor to a change in the external magnetic field is examined for the case in which there is an irreversible motion of Abrikosov vortices. Certain aspects of the low-frequency surface impedance of a superconducting plate are explained successfully by this model.