Abstract
Supporting Institution
Tubitak
Project Number
118F093
Thanks
Nermin Kartlı, Hasan Buğra Yıldırım
INFLUENCE OF UNCONVENTIONAL CURRENT-PHASE RELATION ON CHAOTIC DYNAMICS OF JOSEPHSON JUNCTIONS
Abstract
In this paper, we study the influence of unconventional current-phase relation (CPR) of Josephson junction on chaotic dynamics. The influence of the second term of CPR on an externally shunted Josephson junction with nonzero inductance has been studied. Using the circuit model, the time-dependent simulations are carried out for a variety of control parameters. It is shown that the presence of the second term on CPR leads to a change in the boundary of the chaotic region in the bifurcation diagram.
Keywords
Josephson junction, current-phase relation, chaotic dynamics
Project Number
118F093