Forming in the distance of the Turing bifurcation stationary dissipative structures are constructed numerically, for two distributed predator-prey models. In the case of a circular range, one of the models observes a sequence of splitting of the density maximum in the parameter region, where for small amplitude the highest growth rate has the independent of the polar angle perturbation. In a similar case, formation of structures close to striped pattern is observed in another model (model with a lower critical prey density).
predator-prey relationship, dissipative structures
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