Sentence examples for stabilizing feedback from inspiring English sources
A brief exegesis on nonlinear dynamics and flight stability is used to develop stabilizing feedback controllers used to encourage the flight to remain within satisfactory errors of the desired trajectories.
In other words, a new concept, finite-time input-to-state stability (FTISS), along with related concepts such as finite-time input-output stability and finite-time small-gain theorems, is discussed, and then is applied to both the finite-time stability analysis and the finite-time stabilizing feedback design.
This paper considers the design of an observer-based iterative learning control law for discrete linear systems using repetitive process stability theory The resulting design produces a stabilizing feedback controller in the time domain and a PD-type of feedforward controller that guarantees monotonic convergence in the trial-to-trial domain.
Next, an output stabilizing feedback design problem is studied where the stability is checked using linear matrix inequalities (LMIs).
Next, an output stabilizing feedback design problem is discussed, where the stability is checked using linear matrix inequalities (LMIs).
Since the discovery of stabilizing effect of vibration in the reverse pendulum example, there have been a lot of study regarding stability of such systems and design of fast-oscillating stabilizing feedback laws.
Existence conditions of the asymptotic stabilizing feedback controller for the driftless systems by employing the stability criteria on linear systems and a class of third-order homogeneous systems are obtained to demonstrate the application of the approach.
Moreover, we prove the internal stability of the dynamic output feedback based on these observers and a stabilizing feedback law.
Finally, a stabilizing feedback controller is designed using H∞-theory.
A universal formula for constructing stabilizing feedback laws is presented.
The stabilizing feedback depends on the known upper bound for the delays as well.
