Abstract
We deal with a mathematical model for a four-component chemical reaction-diffusion process. The model is described by a system of strongly coupled reaction-diffusion equations with different diffusion rates. The existence of the global solution of this reaction-diffusion system in unbounded domain is proved by using semigroup theory and estimates on the growth of solutions.
Citation
L. W. Somathilake. J. M. J. J. Peiris. "Global solutions of a strongly coupled reaction-diffusion system with different diffusion coefficients." J. Appl. Math. 2005 (1) 23 - 36, 16 February 2005. https://doi.org/10.1155/JAM.2005.23
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