
Robust ℋ 2 /ℋ ∞ /reference model dynamic output-feedback control synthesis
2011; Taylor & Francis; Volume: 84; Issue: 12 Linguagem: Inglês
10.1080/00207179.2011.633232
ISSN1366-5820
AutoresEduardo Nunes Gonçalves, Wagner Eustáquio Gomes Bachur, Reinaldo M. Palhares, Ricardo H. C. Takahashi,
Tópico(s)Stability and Control of Uncertain Systems
ResumoThis article presents a new strategy to design robust model matching dynamic output-feedback controllers that guarantee tracking response specifications, disturbance rejection and noise attenuation. The proposed synthesis methodology, based on a multi-objective optimisation problem, can be applied to uncertain continuous or discrete-time linear time-invariant systems with polytopic uncertainty, leading to both full-order and reduced-order robust-performance dynamic controllers. The objective functions represent the ℋ∞-norm of the difference between the closed-loop transfer function matrix, from the reference signals and the plant outputs and the reference model matrix, the ℋ∞-norm of the closed-loop transfer function matrix from the disturbances and the plant outputs and the ℋ2-norm of the closed-loop transfer function matrix from the measurement noises and the control inputs. An integral control action is also introduced in order to achieve zero steady-state error. In the case of MIMO systems, the proposed strategy can be applied to decouple the closed-loop control system choosing an appropriated reference model matrix. Two examples are presented to illustrate both SISO and MIMO systems control synthesis.
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