Application of soliton perturbation theory to a Josephson junction fluxon subjected to a microwave field reduces the problem of phase-locking of the fluxon oscillation to the study of a two-dimensional functional map. Phase-locked states correspond to fixed points of the map. The approach captures much of the experimental phenomenology.

A SIMPLE MAP DESCRIBING PHASE-LOCKING OF FLUXON OSCILLATIONS IN LONG JOSEPHSON TUNNEL-JUNCTIONS

SALERNO, Mario;PAGANO, Sergio;
1989

Abstract

Application of soliton perturbation theory to a Josephson junction fluxon subjected to a microwave field reduces the problem of phase-locking of the fluxon oscillation to the study of a two-dimensional functional map. Phase-locked states correspond to fixed points of the map. The approach captures much of the experimental phenomenology.
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Utilizza questo identificativo per citare o creare un link a questo documento: http://hdl.handle.net/11386/3018911
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