This paper is concerned with the spatiotemporal dynamics of the 2D lattice of cubic maps with
nonlocal coupling. Different types of chimera structures have been found. Also, the underexplored
regime of solitary states has been found. It is shown that the solitary states are typical of a large
coupling radius. The possibility of detecting such a regime increases with the transition to global
interaction, while chimera states disappear.
Keywords:
oscillator ensemble, 2D lattice, nonlocal interaction, global coupling, spatial structure, chimera state, solitary state
Citation:
Shepelev I. A., Vadivasova T. E., Solitary states in a 2D lattice of bistable elements with global and close to global interaction, Rus. J. Nonlin. Dyn.,
2017, Vol. 13, No. 3,
pp. 317-329
DOI:10.20537/nd1703002