Stationary and non-stationary chimeras in an ensemble of chaotic self-sustained oscillators with inertial nonlinearity

We study spatial structures arising in an ensemble of Anishchenko-Astakhov chaotic self-sustained oscillators with non-local coupling. Diagrams of the regimes realizing in this system are constructed numerically. The peculiarities of formation of chimera states appearing with decreasing the coupling strength are analyzed. A new type of the chimera state which is born from the traveling wave regime is demonstrated.