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This paper presents an output feedback control law for the Korteweg de Vries equation.
This paper also includes an analysis of a periodic feedback control law using relay controllers with hysteresis and integral action.
A feedback control law containing nonlinear functions and a state-feedback control law are designed, respectively.
A feedback control law is then defined over this set.
A state feedback control law controls the actuator position.
A distributed dynamic state feedback control law is designed.
Both an event-triggered state feedback control law and an event-triggered output feedback control law are constructed.
The CNF control law consists of a linear feedback control law and a nonlinear feedback control law.
Velocity feedback control law has been implemented to activate the patches.
We develop a recursive design method to construct the decentralized feedback control law.
H∞ observer-based feedback control law is designed for linear time-delay systems.
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