Pattern in nonlinearly coupled network of identical Thomas oscillators

We have investigated synchronized patterns in a network of Thomas oscillators coupled with sinusoidal nonlinear and linear couplings. Patterns like chimera cluster states are not only observed for many nonlocally oscillators, it is also nearly local topology the case coupling. As coupling radius increases, critical constant complete synchronization decreases. Crater-like structure snapshot which agrees similar observation found study active Brownian particles using stochastic method. The number onset forty infinite limit to be hundred. No zero friction due hyperchaotic motion large amplitude oscillations, but there sharp transition from disorder order distribution.