Held by Prof. Dr. Vadim Anishchenko (Saratov State University, Russia)

04.12.2018, 16:15 Uhr
EW 731

Abstract:

Andrei Bukh, Galina Strelkova, and Vadim Anishchenko

We report numerical results on the dynamics of a two-dimensional lattice of nonlocally coupled two-dimensional maps. The lattice element is described by the Nekorkin map which is a discrete analogue of the FitzHugh-Nagumo system. The spatio-temporal behavior of the 2D lattice is studied for periodic and open boundary conditions. It is shown that spiral waves and spiral-wave chimera states can be observed in the system. Statistical and dynamical characteristics are analyzed and compared for individual oscillators from coherence and incoherence clusters of spiral-wave structures.