Abstract
This chapter discusses the programming of reaction-diffusion processors. Most reaction–diffusion processors are produced on an ad hoc basis without structured top-down approaches, mathematical verification, rigorous methodology, or relevance to other domains of advanced computing. There is a need to develop a coherent theoretical foundation of reaction–diffusion computing in chemical media. By applying stationary two-dimensional fields to a react ion-diffusion system one can obtain induced heterogeneity in the reaction-diffusion system and thus increase the morphological diversity of the generated patterns. Temperature is a key factor in the parameterization of the space-time dynamics of reaction-diffusion media. By increasing the temperature of the reactor one can drive the space-time dynamics of the reactor from periodic oscillations to quasi-periodic oscillations to chaotic oscillations. Modifications of the reagent concentrations and structure of the physical substrate contribute to shaping the space-time dynamics of reaction-diffusion media.
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