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Linear shift invariant discrete-time systems with slow and fast modes are considered. Singular perturbation techniques are used to obtain the slow subsystem and the fast subsystem. A reduced-order control is designed for the slow subsystem using state feedback which assigns desired closed-loop eigenvalues.
Linear shift invariant large scale discrete-time multivariable systems whose inputs and outputs are strongly interacted, are considered. The designing of compensators to decouple these systems is presented.
Linear shift invariant discrete-time systems with slow and fast modes are considered. Singular perturbation techniques are used to obtain the slow subsystem and the fast subsystem. A reduced-order control is designed for the slow subsystem using state feedback which assigns desired closed-loop eigenvalues.
Linear shift invariant large scale discrete-time multivariable systems whose inputs and outputs are strongly interacted, are considered. The designing of compensators to decouple these systems is presented.
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