Results 241 to 250 of about 307,060 (286)
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Robust state derivative feedback LMI-based designs for discretized systems.
Anais do Congresso Brasileiro de Automática 2020, 2020This work addresses novel Linear Matrix Inequality (LMI)-based conditions for thedesign of discrete-time state derivative feedback controllers. The main contribution of this work consists of an augmented discretized model formulated in terms of the state derivative, such that uncertain sampling periods and parametric uncertainties in polytopic form can
Marco A. C. Leandro +2 more
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COMPARATIVE STUDY ON STATE FEEDBACK AND STATE-DERIVATIVE FEEDBACK IN LINEAR TIME INVARIANT SYSTEMS
IFAC Proceedings Volumes, 2007Abstract State feedback is a modern control technique that, amongst diverse applications, is distinguished by its arbitrary pole-placement of a controllable, linear time-invariant system. This benefit brings a series of consequences, such as the stabilization of a system or designing control using one single technique.
José M. Araújo +4 more
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Pole-Placement for Multi-Input Linear Systems by State Feedback or State-Derivative Feedback
Advanced Materials Research, 2012Generalized Wonham controllable canonical forms are introduced to apply to pole placement of state feedback or state derivative feedback. New methods of pole placement of both state feedback and state derivative feedback for multi-input system are proposed.
Zun Hai Gao, Xi Chen Ye
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IEEE Transactions on Power Electronics, 2004
This paper presents a novel nonlinear speed/position control strategy for the induction motor utilizing exact feedback linearization with state and state derivative feedback. The speed/position and flux control loops utilize nonlinear feedback which eliminates the need for tuning, while ordinary proportional-integral controllers are used to control the
T.K. Boukas, T.G. Habetler
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This paper presents a novel nonlinear speed/position control strategy for the induction motor utilizing exact feedback linearization with state and state derivative feedback. The speed/position and flux control loops utilize nonlinear feedback which eliminates the need for tuning, while ordinary proportional-integral controllers are used to control the
T.K. Boukas, T.G. Habetler
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L2gain state derivative feedback control of uncertain vehicle suspension systems
Journal of Vibration and Control, 2017This paper is concerned with the design of a robust L2gain state derivative feedback controller for an active suspension system. An uncertain quarter vehicle model is used to analyze vehicle suspension performance. Parametric uncertainty is assumed to exist in sprung mass, tire stiffness and suspension damping coefficients.
Yazıcı, Hakan, Sever, Mert
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STATE DERIVATIVE FEEDBACK BY LQR FOR LINEAR TIME-INVARIANT SYSTEMS
IFAC Proceedings Volumes, 2005Abstract In this paper, state-derivative and especially output-derivative feedbacks for linear time-invariant systems are derived using control approach similar to linear quadratic regulator (LQR). The optimal feedback gain matrices are derived for the desired performance.
Taha H.S. Abdelaziz, Michael Valášek
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Pole-placement for SISO linear systems by state-derivative feedback
IEE Proceedings - Control Theory and Applications, 2004A procedure for solving the pole-placement problem for a linear single-input/single-output (SISO) systems by state-derivative feedback is described. This pole-placement problem is always solvable for controllable systems if all eigenvalues of the original system are nonzero.
T.H.S. Abdelaziz, M. Valášek
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Rejection and tracking sinusoidal signals based on state-derivative feedback
2015 34th Chinese Control Conference (CCC), 2015This article investigates the control problem of rejection and tracking unknown sinusoidal signals for linear timeinvariant systems. The derived controller is in terms of state-derivative feedback since the derivative of the state rather than the state can be directly measured in some cases.
Song-Song Cheng +4 more
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Asian Journal of Control, 2015
AbstractThis paper addresses the problem of designing anH∞fuzzy state‐ feedback (SF) plus state‐derivative‐feedback (SDF) control system for photovoltaic (PV) systems based on a linear matrix inequality (LMI) approach. The TS fuzzy controller is designed on the basis of the Takagi‐Sugeno (TS) fuzzy model. The sufficient condition is found such that the
Kaewpraek, Nikorn +1 more
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AbstractThis paper addresses the problem of designing anH∞fuzzy state‐ feedback (SF) plus state‐derivative‐feedback (SDF) control system for photovoltaic (PV) systems based on a linear matrix inequality (LMI) approach. The TS fuzzy controller is designed on the basis of the Takagi‐Sugeno (TS) fuzzy model. The sufficient condition is found such that the
Kaewpraek, Nikorn +1 more
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State Derivative Feedback Control for Boost Converter via Linear Matrix Inequalities
2020 First IEEE International Conference on Measurement, Instrumentation, Control and Automation (ICMICA), 2020State Feedback control is promising owing to its nature to place system poles at desired locations. Further, Linear quadratic controller achieves optimal results in addition, and is known for its inherent robustness margins. In several situations, state derivatives are readily available in contrast to states themselves.
Mohd Faisal, Jagdeep Singh Lather
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