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VOLUME 57 (1993) | ISSUE 3 | PAGE 187
Vortex relaxation in a nonlocal electrodynamics of Josephson junctions
Analytic solutions of the nonlocal electrodynamic problem describing the relaxation of a vortex are derived for a Josephson junction with pronounced damping. The length scale of the vortex is assumed to be smaller than the Josephson length λj.