Pattern formations with Turing and Hopf oscillating pattern in a discrete reaction-diffusion system

Localized structures with fronts connecting a Turing patterns and Hopf osci llations are found in discrete reaction-diffusion system. The Chorite-Iodid e-Malonic Acid (CIMA) reaction model is used for a reaction scheme. Localiz ed structures in discrete reaction-diffusion system have more diverse and i nteresting features than ones in continuous system. Various localized struc tures can be obtained when a single perturbation is applied with variation of coupling strength of two intermediates. Roles of perturbations are not s o simple that perturbations are sources of both Turing patterns and Hopf os cillating domains, and spatial distribution of them is determined by streng th of a perturbation applied initially.