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AuthorAksikas A.
AuthorAksikas I.
AuthorHayes R.E.
AuthorForbes F.
Available date2020-02-05T08:53:05Z
Publication Date2018
Publication Name2017 Asian Control Conference, ASCC 2017
Publication Name2017 11th Asian Control Conference, ASCC 2017
ResourceScopus
ISBN9.78E+12
URIhttp://dx.doi.org/10.1109/ASCC.2017.8287162
URIhttp://hdl.handle.net/10576/12684
AbstractThe paper deals with the design of a boundary optimal controller for a general model of parabolic-hyperbolic PDEs coupled with an ODE. The augmented infinite-dimensional state space representation has been used in order to solve the control problem. It has been shown that the system generates a C0-semigroup by using the perturbation theorem and then the dynamical properties of the system have been studied. Lyapunov equation has been used to show the exponential stabilizability and detectability of the system. The linear-quadratic control problem has been solved and an algorithm has been developed to solve the corresponding operator Riccati equation. Monolithic catalyst reactor model has been used to test the performances of the developed controller through numerical simulations. 2017 IEEE.
Languageen
PublisherInstitute of Electrical and Electronics Engineers Inc.
Subjecteigenvalues problem
hyperbolic PDEs
Linear quadratic control
parabolic PDEs
Riccati equation
TitleBoundary linear-quadratic control for a system of coupled parabolic-hyperbolic PDEs and ODE
TypeConference Paper
Pagination174-179
Volume Number2018-January
dc.accessType Abstract Only


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