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Using control vector Lyapunov functions, we construct a universal hybrid decentralized feedback stabilizer for a decentralized affine in the control nonlinear impulsive dynamical system that possesses guaranteed gain and sector margins in each decentralized input channel.
In this paper, we design decentralized feedback controllers with a fixed structure.
The decentralized feedback gains are determined by convex optimization over LMIs.
The stability of the multi-channel decentralized feedback control system has been assessed by the eigenvalue locus of the open loop transfer function matrix.
The proposal is specially effective when combined with decentralized feedback controllers.
We develop a recursive design method to construct the decentralized feedback control law.
Similar(49)
We consider the problem of constructing decentralized state feedback controllers for linear continuous-time systems.
The paper studies the problem of decentralized state feedback control design for a class of continuous-time complex systems.
Under the assumption that coupling coefficients are known, a family of delay-independent decentralized nonlinear feedback controllers are designed to globally synchronize the networks.
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.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com