Stabilization of a hybrid system with a nonlinear nonmonotone feedback
Eduard Feireisl, Geoffrey O'Dowd (1999)
ESAIM: Control, Optimisation and Calculus of Variations
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Displaying similar documents to “Tracking control of a flexible beam by nonlinear boundary feedback.”
Stabilization of a hybrid system with a nonlinear nonmonotone feedback
Dynamic boundary controls of a rotating body-beam system with time-varying angular velocity.
Chentouf, Boumediène (2004)
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Stabilization of a hybrid system: An overhead crane with beam model.
Feireisl, E., O'Dowd, G. (2000)
Portugaliae Mathematica
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Feedback controller stabilizing vibrations of a flexible cable related to an overhead crane.
Elharfi, Abdelhadi (2010)
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A transmission problem for beams on nonlinear supports.
Ma, To Fu, Portillo Oquendo, Higidio (2006)
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You, Yuncheng (1996)
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Stabilization and observability of a rotating Timoshenko beam model.
Zuyev, Alexander, Sawodny, Oliver (2007)
Mathematical Problems in Engineering
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Feedback stabilization of semilinear heat equations.
Barbu, V., Wang, G. (2003)
Abstract and Applied Analysis
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Lyapunov-based PD linear control of the oscillatory behavior of a nonlinear mechanical system: the inverted physical pendulum with moving mass case.
Aguilar-Ibáñez, Carlos Fernando, Gutiérrez-Frías, Oscar Octavio, Martínez-García, Juan Carlos, Garrido-Moctezuma, Rubén, Gómez-González, Bernardo (2010)
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Modeling and control of induction motors
Emmanuel Delaleau, Jean-Paul Louis, Romeo Ortega (2001)
International Journal of Applied Mathematics and Computer Science
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This paper is devoted to the modeling and control of the induction motor. The well-established field oriented control is recalled and two recent control strategies are exposed, namely the passivity-based control and the flatness-based control.
Automatic control of mechatronic systems
Kurt Schlacher, Andreas Kugi (2001)
International Journal of Applied Mathematics and Computer Science
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This contribution deals with different concepts of nonlinear control for mechatronic systems. Since most physical systems are nonlinear in nature, it is quite obvious that an improvement in the performance of the closed loop can often be achieved only by means of control techniques that take the essential nonlinearities into consideration. Nevertheless, it can be observed that industry often hesitates to implement these nonlinear controllers, despite all advantages existing from the...