불확정성 선형시스템에 대한 $H_{\inf}$ 노옴 성능 경계를 만족하는 신뢰성 제어시스템의 설계

Design of Reliable Control System Guaranteeing $H_{\inf}-norm$ Peformance Bound for Uncertain Linear System

Design of a reliable control systems is investigated for a class of uncertain linear plants. The uncertainty considered here is for the ase of uncertainty in the system matrix. A decentralized control scheme with two observer-based feedback controllers is developed, and it is shown that the resulting closed-loop system is reliable in the sense that the control scheme provides guaranteed stability and $H_{\infty}$-norm bounded performance in the event of sensor and/or actuator failures as well as in the presence of parameter uncertainties. We observed that soft-type failures were additional exogenous inputs to the closed-loop system. As a results, the sensor and/or actuator failures can be tolerated in the design, which is achieved by extending the methodology developed in.