Ap. Gerasev et Na. Chumakova, THEORY OF PROPAGATION OF SLOW HEAT WAVES IN A CATALYTIC BED IN A REVERSIBLE-REACTION, Combustion, explosion, and shock waves, 33(5), 1998, pp. 556-564
We have performed a qualitative and numerical analysis of the simplest
model of slow heat waves propagating in a fixed catalytic bed in the
presence of a first-order reversible reaction. A one-parameter family
of autowave solutions subject to the boundary conditions of the proble
m is shown to exist. From the continuum of solutions, one can choose a
unique physically reasonable solution that is a slow heat wave. The e
xistence conditions for slow heat waves and the effect of the model pa
rameters on the velocity of their propagation have been studied.