Abstract
Two different basically two-dimensional discrete approaches to describing solid-phase reaction kinetics are introduced and compared. These are the cellular automata approach and concentric belts approach, both in terms of Dirichlet tessellations. They have the same conceptual roots in the issue of representing the chemical individuality of a solid reagent in a mathematical model. Only deterministic aspects of solid-phase reaction kinetics are considered as originating largely from the suggested approaches.
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