The control strategy consists of driving the components of the output vector out of saturation one by one, to identify the state of the system. Deadbeat control.
May 24, 2010 · We demonstrate by constructive design that such systems can be globally asymptotically stabilized by output feedback without further ...
We consider linear time-invariant multiple-input multiple-output systems that are controllable and observable, where each output component is saturated.
We consider linear time-invariant multiple-input multiple-output systems that are controllable and observable, where each output component is saturated.
Using an eigenvalue-generalized eigenvector assignment technique, we prove that such systems can be semiglobally stabilized with a saturated linear state ...
Missing: Outputs. | Show results with:Outputs.
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Using an eigenvalue-generalized eigenvector assignment technique, we prove that such systems can be semiglobally stabilized with a saturated linear state ...
Missing: Outputs. | Show results with:Outputs.
In this paper, the global stabilization problem of control systems with input saturation and multiple input delays is studied, and a new method is proposed.
Missing: Outputs. | Show results with:Outputs.
Oct 22, 2024 · In this paper, we consider the H∞ control problem of discrete-time linear systems subject to input saturation. Some sufficient conditions are ...
It is established that a SISO linear system subject to output saturation can be semi-globally stabilized by linear output feedback if all its invariant ...
Apr 12, 2023 · In this article, a control algorithm is proposed to solve the global stabilization control problem of multiple input multiple output (MIMO) nonlinear systems ...
Missing: Outputs. | Show results with:Outputs.