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In this paper, we provide solutions to this challenging problem by proposing two new schemes to design decentralized output feedback adaptive controllers using backstepping approach.
The resulting fixed-gain decentralized output feedback controller, which is based on a linear model, is then implemented via simulation on a full bilinear model of the HVAC system.
The decentralized robust servomechanism problem, which is to design decentralized stabilizing controllers such that each decentralized output robustly tracks a given reference signal in the presence of certain disturbances, is considered for linear time-invariant time-delay systems of neutral type with discrete delays.
The decentralized robust servomechanism problem, which is to design decentralized stabilizing controllers such that each decentralized output robustly tracks a given reference signal in the presence of certain disturbances, is considered for linear time-invariant time-delay systems of retarded type with discrete delays.
This paper investigates the decentralized output feedback control problem for affine fuzzy large-scale systems with unknown interconnections.
Simple design conditions are presented for decentralized output feedback controllers that achieve output consensus between nonlinear, relative degree one Multi-Agent Systems (MAS) with stable zero dynamics.
Similar(45)
This paper discusses the adaptive fuzzy decentralized output-feedback control problem for a class of nonlinear large-scale systems.
This paper studies decentralized output-feedback control of large-scale nonlinear systems in the presence of sensor noise.
The adaptive fuzzy decentralized output-feedback control method is proposed for a class of nonlinear large-scale systems.
Based on the backstepping design technique and the dynamic surface control (DSC) approach, a novel adaptive fuzzy decentralized output-feedback control scheme is developed.
The problem of decentralized output-feedback tracking with disturbance attenuation is addressed for a new class of large-scale and minimum-phase nonlinear systems.
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