Standing wave solutions to FitzHugh-Nagumo equations

来源 :International Conference on Variational Methods(ICAM-3)(2012 | 被引量 : 0次 | 上传用户:shuangdei
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  Reaction-diffusion systems serve as relevant models for studying complex patterns in several fields of nonlinear sciences.Besides these regular patterns found in a neighborhood of Turing’s instability,localized structures are also observed in experiment and numerical simulation.Fronts and pulses are the most well-known localized structures in reaction-diffusion systems.Front connects two different states of a system,which is a generic structure of bi-stable nonlinearity.
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