Spatial structures in a model substrate-inhibition reaction diffusion system.
An important new model universal oscillator proposed by Seelig which depends on substrate inhibition is considered. In a finite spatial domain with zero flux boundary conditions and in which the substrates can diffuse it is shown that diffusion-driven instability is possible and can result in finite amplitude spatial structures. Illustrative numerical results are presented which exhibit this behaviour.
D002384:Catalysis; D002563:Cerium; D004058:Diffusion; D008314:Malonates; D008954:Models, Biological; D010507:Periodicity
D008314:Malonates; D002563:Cerium