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|Title:||A novel hybrid representation and control of convective spatially distributed systems|
|Abstract:||In this work we study spatially distributed convective systems described by first order partial differential equations and we show how this systems in a fixed spatial point can be exactly represented by a hybrid system with two commutable ordinary differential equations subsystems, where the first one is dominated by the initial condition, whereas the second one is governed by the boundary condition. Then we define the boundary control problem for spatially distributed convective systems and as a first approach, we propose a controller for one-dimensional systems which solves this problem. Finally, in order to test hybrid representation and controllers, a study case is presented for an enzymatic reactor, where dispersive terms can be neglected. � 2007 World Scientific Publishing Co. Pte. Ltd.|
|Appears in Collections:||Producción científica UdeG|
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