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Residence time distributions for coexisting regimes of bistable dynamical systems subjected to noise influence

Olga Moskalenko, Alexey Koronovskii, Alexander Hramov, Maksim Zhuravlev, Rider Jaimes-Reategui
The behavior of bistable dynamical systems subjected to additional noise is studied both analytically and numerically. We show that such systems can demonstrate noise-induced intermittency characterized by exponential law distributions of the residence time. The main results are illustrated with the examples of the bistable energy model, erbium-doped fiber laser and mutually coupled Lorenz oscillators near the boundary of generalized synchronization.
CYBERNETICS AND PHYSICS, Vol. 6, No. 3. 2017, 97-102
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