Chimera-like states in an array of coupled-waveguide resonators

M. G. Clerc, M. A. Ferré, S. Coulibaly, R. G. Rojas, M. Tlidi

Research output: Contribution to journalArticlepeer-review

31 Scopus citations


We consider coupled-waveguide resonators subject to optical injection. The dynamics of this simple device are described by the discrete Lugiato–Lefever equation. We show that chimera-like states can be stabilized, thanks to the discrete nature of the coupled-waveguide resonators. Such chaotic localized structures are unstable in the continuous Lugiato–Lefever model; this is because of dispersive radiation from the tails of localized structures in the form of two counter-propagating fronts between the homogeneous and the complex spatiotemporal state. We characterize the formation of chimera-like states by computing the Lyapunov spectra. We show that localized states have an intermittent spatiotemporal chaotic dynamical nature. These states are generated in a parameter regime characterized by a coexistence between a uniform steady state and a spatiotemporal intermittency state.

Original languageEnglish
Pages (from-to)2906-2909
Number of pages4
JournalOptics Letters
Issue number15
StatePublished - 1 Aug 2017


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