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Manipulation of Self-Aggregation Patterns and Waves in a Reaction-Diffusion System by Optimal Boundary Control Strategies Export

Physical Review Letters, Vol. 91, No. 20. (Nov 2003), 208301.

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chemotaxis control keller-segel self-aggregation

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Reaction-diffusion systems are of considerable importance in many areas of physical sciences. For many reasons; an external manipulation of the dynamics of these processes is desirable. Here we show numerically how spatiotemporal behavior like pattern formation and wave propagation in a two component nonlinear reaction-diffusion model of bacterial chemotaxis can be externally controlled. We formulate the control goal as an objective functional and apply numerical optimization for the solution of the resulting control problem.


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