Resonances and multistability in a Josephson junction connected to a resonator
arXiv:1608.01462 · doi:10.1103/PhysRevE.97.022203
Abstract
We study the dynamics of a Josephson junction connected to a dc current supply via a distributed parameter capacitor, which serves as a resonator. We reveal multistability in the current-voltage characteristic of the system; this multistability is related to resonances between the generated frequency and the resonator. The resonant pattern requires detailed consideration, in particular, because its basic features may resemble those of patterns reported in experiments with arrays of Josephson junctions demonstrating coherent stimulated emission. From the viewpoint of nonlinear dynamics, the resonances between a Josephson junction and a resonator are of interest because of specificity of the former; its oscillation frequency is directly governed by control parameters of the system and can vary in a wide range. Our analytical results are in good agreement with the results of numerical simulations.
8 p., 4 figs
References in corpus (6)
- Low Dimensional Behavior of Large Systems of Globally Coupled Oscillators
- Partially integrable dynamics of hierarchical populations of coupled oscillators
- Invariant submanifold for series arrays of Josephson junctions
- Synchronization of coupled active rotators by common noise
- Dynamics of a population of oscillatory and excitable elements
- Fabry -Perot filters with Tunable Josephson Junction Defects