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  Stabilization of an uncertain linear dynamic system by state and output feedback: a quadratic stabilizability approach
 
 
Titel: Stabilization of an uncertain linear dynamic system by state and output feedback: a quadratic stabilizability approach
Auteur: Garcia, Germain
Bernussou, Jacques
Arzelier, Denis
Verschenen in: International journal of control
Paginering: Jaargang 64 (1996) nr. 5 pagina's 839-858
Jaar: 1996-07-01
Inhoud: In this paper, the output control problem for linear uncertain systems is investigated under the specific framework of quadratic stabilizability. The approach generalizes previous works to systems where both the state and input matrices suffer from structural uncertainty of norm bounded as well as interval type. The stabilizability conditions are translated into parametrical problems. The output stabilizability problem both in the static and dynamic aspects is investigated with the help of quadratic stabilizability and its dual notion 'the quadratic detectability'. The dynamic output stabilization problem can first be formally expressed as a static one. In this case, the proposed approach does not enable us to deal with the complete uncertainty case where all the dynamic, control and output matrices are uncertain. The output dynamic compensation in the classical framework of observer design is also addressed.
Uitgever: Taylor & Francis
Bronbestand: Elektronische Wetenschappelijke Tijdschriften
 
 

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