ROBUST DECENTRALIZED CONTROLLER DESIGN: SUBSYSTEM APPROACH

Danica Rosinová – Nguyen Quang Thuan – Vojtech Veselý – Ľubomír Marko

   The paper addresses the problem of the robust output feedback PI controller design for complex large-scale stable systems with a state decentralized control structure. A decentralized control design procedure is proposed for static output feedback control which is based on solving robust control design problems of subsystems' size. The presented approach is based on the Generalized Gershgorin Theorem and uses the so-called equivalent subsystems approach to consider the interactions in the local robust controller design. The resulting decentralized control scheme has been successfully tested on two examples: a linearized model of three interconnected boiler-turbine subsystems and a linear model of four cooperating DC motors where the problem is to design four local PI controllers for a large scale system which will guarantee robust stability and performance of the closed-loop uncertain system.

Keywords: decentralized control, robust stability, bilinear matrix inequalities

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