AUTHORS: Irma I. Siller-Alcalá, Jesús U. Liceaga-Castro
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ABSTRACT: Continuous Time Generalized Predictive Control (CGPC) can deal with non-minimum linear systems and thanks to this property it restricts the predicted input to be constant in the future by choosing an appropriate control order so cancellation of non-minimum zeros is not performed. In this article the CGPC is analyzed by using classical control theory, the analysis is carried out through a numerical example.
KEYWORDS: Linear control, Predictive Control, Feedback linearization, Relative Degree, Continuous system.
REFERENCES:
[1] P. J. Gawthrop, H. Demircioglu and I. Siller Alcalá, Multivariable Continuous time Generalised Predictive Control: State Space Approach to linear and nonlinear Systems Proceedings Control Theory and Applications Vol.145, No.3, 1998, pp. 241
[2] I. I. Siller-Alcalá, Nonlinear Continuous Time Generalized Predictive Control Faculty of Engineering, Glasgow University, 1998.
[3] I. I. Siller Alcalá, Generalized Predictive Control for nonlinear systems with unstable zero dynamics, Instrumentation & Developm Journal of the Mexican Society of Instrumentation Vol.5, No.3, 2001, pp. 146
[4] H. Demircioglu and P.J. Gawthrop, Multivariable continuouspredictive control (CGPC), Automatica 1992, pp. 697-713.