Stationary periodical structure emitting an infinite number of traveling impulses in a model of a one-dimensional infinite excitable reaction-diffusion system.
A two-variable model of a one-dimensional infinite excitable reaction-diffusion system describing an expanding stationary periodical structure emitting traveling impulses is presented. The model is based on two coupled catalytic (enzymatic) reactions. The chemical scheme consists of mono- and bimolecular reactions.
Kawczyński
Andrzej L
AL
Institute of Physical Chemistry, Polish Academy of Sciences, Kasprzaka 44/52, 01-224 Warsaw, Poland. alk@ichf.edu.pl