Results 251 to 260 of about 11,008,598 (301)
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IEEE Transactions on Automatic Control, 1984
Deadbeat tracking is considered. Consider a system described by \(x_{t+1}=A'x_ t+B'u_ t, y_ t=C'x_ t+D'u_ t\) and the reference generator described by \(w_{t+1}=A''w_ t, r_ t=C''w_ t.\) The deadbeat controller is defined by \(z_{t+1}=F'z_ t+G'y_ t+G''r_ t, u_ t=H'z_ t+J'y_ t+J''r_ t\) which makes \(y_ t\) track \(r_ t\) exactly after a finite time t ...
Kučera, V., Šebek, M.
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Deadbeat tracking is considered. Consider a system described by \(x_{t+1}=A'x_ t+B'u_ t, y_ t=C'x_ t+D'u_ t\) and the reference generator described by \(w_{t+1}=A''w_ t, r_ t=C''w_ t.\) The deadbeat controller is defined by \(z_{t+1}=F'z_ t+G'y_ t+G''r_ t, u_ t=H'z_ t+J'y_ t+J''r_ t\) which makes \(y_ t\) track \(r_ t\) exactly after a finite time t ...
Kučera, V., Šebek, M.
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Deadbeat Adaptive Control in Feedback
IFAC Proceedings Volumes, 1983Abstract This paper is concerned with presenting a new procedure for designing adaptive control input of a linear multivariable discrete system with having unknown order for the model reference adaptive control problem. The adaptive control scheme proposed here exhibits more advanced characteristics than the previous ones. 1.
Y. Yamane, P.N. Nikiforuk, M.M. Gupta
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DEADBEAT SELF TUNING CONTROLLERS
IFAC Proceedings Volumes, 1986Abstract The design of deadbeat self tuning controllers is discussed. Two types of models - a nonparametric (impulse response) and a parametric (ARMA) one are applied. The nonparametric model is estimated by the correlation method while the estimates of the parametric model are obtained using a modified recursive instrumental variables method.
N.E. Madjarov +2 more
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International Journal of Systems Science, 1987
An adaptive algorithm is presented to incorporate deadbeat control as a principle design criterion. Since this algorithm does not require the solution of the diophantine equation at each sampling step, it possesses a computational advantage over the existing deadbeat control approaches, and so is suitable for application to adaptive systems.
CHIH-MIN LIN, BOR-SEN CHEN
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An adaptive algorithm is presented to incorporate deadbeat control as a principle design criterion. Since this algorithm does not require the solution of the diophantine equation at each sampling step, it possesses a computational advantage over the existing deadbeat control approaches, and so is suitable for application to adaptive systems.
CHIH-MIN LIN, BOR-SEN CHEN
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Adaptive deadbeat current controller for IPMSM
2016 21st International Conference on Methods and Models in Automation and Robotics (MMAR), 2016This paper presents an idea of adaptive predictive current controller for IPMSM (Interior Permanent Magnet Synchronous Machine). It consists of introduction to predictive control techniques applied for current control, mathematical formulation of a control problem, simulation results and summary. Simulations consider also robustness of classic deadbeat
Rafal Piotuch, Ryszard Palka
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Direct Deadbeat Control of a Buck Converter
IECON 2019 - 45th Annual Conference of the IEEE Industrial Electronics Society, 2019A method of a direct deadbeat control without resort to transformation of system variables is presented. One of its outcomes is a possibility of practical application in control systems of power semiconductor converters with the aim to derivate a maximum speed of response. A technique to develop a mathematical model of a deadbeat controller for a pulse-
Albert Iskhakov +3 more
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The Adaptive Deadbeat Controller
IFAC Proceedings Volumes, 1990Abstract A reduced computational adaptive controller is presented, suitable for time varying stable non minimum phase systems. By linking a pole placement technique to a model reference system, significant computational savings can be made where the model chosen has a deadbeat response. The paper reports on the theory and stability criteria of such a
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International Journal of Control, 1992
In this paper, we consider the deadbeat control for both the output and input of step-like references and single-input single-output processes. The controllers are selected from among two-degree-of-freedom robust-tracking controllers, and we derive the parametrization of all input/output deadbeat controllers.
YASUYUKI FUNAHASHI, HISAO KATOH
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In this paper, we consider the deadbeat control for both the output and input of step-like references and single-input single-output processes. The controllers are selected from among two-degree-of-freedom robust-tracking controllers, and we derive the parametrization of all input/output deadbeat controllers.
YASUYUKI FUNAHASHI, HISAO KATOH
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Robust-tracking deadbeat control
International Journal of Control, 1992We derive the parametrization of all controllers that achieve both the robust-tracking and the deadbeat control. We also give the parametrization of all reference functions for which the robust tracking and designed deadbeat property is guaranteed by all robust-tracking deadbeat controllers for one reference.
YASUYUKI FUNAHASHI, HISAO KATOH
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Model reference deadbeat control
International Journal of Control, 1991Abstract The performance of deadbeat control systems is addressed. Analysis of conventional deadbeat control (CDC) reveals that, in addition to deadbeat tracking performance, other system properties, such as robustness and noise immunity, may need improvement.
BORE-KUEN LEE, BOR-SEN CHEN, YU-PING LIN
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