[Instability and excitation propagation in a catalytic reaction model. II. Distributed system model].
The regime of excitation propagation in monomeric model of active medium is considered. Conditions exist when the phase plane falls into two regions in both of which the equations are linear and their automodel solutions are found analytically. After connecting the solutions a transcendental algebraic equation is obtained, from which the values of excitation propagation rate can be found. The trigger wave has one rate value the propagating impulse--two (physically realised--one). There is a parameter region with four rates (three physically realised ones).
D002384:Catalysis; D008956:Models, Chemical
Neustoĭchivost' i rasprostranenie vozbuzhdeniia v modeli kataliticheskoĭ reaktsii. II. Model' raspredelennoĭ sistemy