Adaptive extremum seeking control of a nonisothermal tubular reactor with unknown kinetics

Hudon, Nicolas;Perrier, Michel;Guay, Martin;Dochain, Denis
(2005) Computers & Chemical Engineering — Vol. 29, n° 4, p. 839-849 (2005)

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Authors
  • Hudon, NicolasQueen's University
    Author
  • Perrier, MichelEcole Poytechnique de Montréal
    Author
  • Guay, MartinQueen's University
    Author
  • Dochain, DenisUCLouvain
    Author
Abstract
In this paper, we extend recent results on adaptiveextremumseekingcontrol to a class of nonlinear distributed parameter systems. We address the real-time optimization of a chemical reaction that occurs in atubularreactor described by an hyperbolic set of partial differential equations. An estimation and acontrol algorithm that take into account temperature constraints are developed based on a Lyapunov functional. We apply the algorithm to the on-line optimization of the Williams–Otto reaction where the kinetics are assumed a priori unknown. The result of this algorithm is a feedback profile control that steers the system to its optimum.
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Citations

Hudon, N., Perrier, M., Guay, M., & Dochain, D. (2005). Adaptive extremum seeking control of a nonisothermal tubular reactor with unknown kinetics. Computers & Chemical Engineering, 29(4), 839-849. https://doi.org/10.1016/j.compchemeng.2004.09.019 (Original work published 2005)