Robust Almost Disturbance Decoupling Problem for a Class of Uncertain Time-Delay Systems
Author(s): LU Guoping, ZHENG Zuozuo
Pages: 445-449
Year: 2002 Issue: 3
Journal: CONTROL THEORY & APPLICATIONS
Keyword: time-delay systems; uncertainty; linear rnatrix inequality; algebraic Riccati equation; robustness; H∞ almost disturbance decoupling;
Abstract: This paper addresses the robust H∞-almost disturbance decoupling problem with stability (RADDPS) for a class of uncertain time-delay systems. The paper presents a sufficient condition for the feasibility of RADDPS via linear matrix inequality and algebraic Riccati equation, respectively. In addition, the corresponding state feedback controllers are constructed to solve RADDPS by the proposed approach.
Pages: 445-449
Year: 2002 Issue: 3
Journal: CONTROL THEORY & APPLICATIONS
Keyword: time-delay systems; uncertainty; linear rnatrix inequality; algebraic Riccati equation; robustness; H∞ almost disturbance decoupling;
Abstract: This paper addresses the robust H∞-almost disturbance decoupling problem with stability (RADDPS) for a class of uncertain time-delay systems. The paper presents a sufficient condition for the feasibility of RADDPS via linear matrix inequality and algebraic Riccati equation, respectively. In addition, the corresponding state feedback controllers are constructed to solve RADDPS by the proposed approach.
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