Physical Review Letters · 1993 · 165 citations · 10 references
Natural SciencesBiophysicsChemical EngineeringChemical KineticsComplex SystemsPattern FormationBifurcation TheoryBiophysical KineticsDissipative SystemsNonlinear DynamicsReaction DynamicsReaction-diffusion SystemsActivator-inhibitor SystemsChaos In Biological SystemsDiffusion CoefficientsDiffusional EffectsDiffusivitySpatial Pattern FormationSpatiotemporal Pattern FormationTuring Instability
We have experimentally verified the prediction that a homogeneous steady state of an activator-inhibitor system can be destabilized by a differential flow of the key species, rather than by their differential diffusivity for Turing instability. Traveling waves are generated by a flow of Belousov-Zhabotinsky reactants through a tube containing ferroin immobilized on a cation exchanger. Without flow the system resides in a homogeneous steady state. This mechanism of spatiotemporal pattern formation avoids the restrictions of the Turing instability on the diffusion coefficients and can thus be expected to operate in a larger class of chemical, physical, and biological systems.
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Experimental evidence of a sustained standing Turing-type nonequilibrium chemical pattern
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Transition from a uniform state to hexagonal and striped Turing patterns
Qi Ouyang, Harry L. Swinney · Nature · 1991 · 916 citations
Computing, Computer Science, Physics +14
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A. Gurevich, R. G. Mint︠s︡ · Reviews of Modern Physics · 1987 · 351 citations