Auteur Krstic, Miroslav
Documents disponibles écrits par cet auteur (9)
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Vazquez, Rafael, Auteur ; Krstic, Miroslav, Auteur |In this paper, we consider a 2-D model of thermal fluid convection that exhibits the prototypical Rayleigh-Bernard convective instability. The fluid is enclosed between two cylinders, heated from above, and cooled from below, which makes its mot[...]
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Vazquez, Rafael, Auteur ; Krstic, Miroslav, Auteur |We present a formula for a boundary control law which stabilizes the parabolic profile of an infinite channel flow, which is linearly unstable for high Reynolds numbers. Also known as the Poiseuille flow, this problem is frequently cited as a pa[...]
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Vazquez, Rafael, Auteur ; Eugenio Schuster, Auteur ; Krstic, Miroslav, Auteur |We present a boundary feedback law that stabilizes the velocity, pressure, and electromagnetic fields in a magnetohydrodynamic (MHD) channel flow. The MHD channel flow, also known as Hartmann flow, is a benchmark for applications such as cooling[...]
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Nikolaos Bekiaris-Liberis, Auteur ; Krstic, Miroslav, Auteur |We consider general nonlinear systems with time-varying input and state delays for which we design predictor-based feedback controllers. Based on a time-varying infinite-dimensional backstepping transformation that we introduce, our controller a[...]
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Krstic, Miroslav, Auteur |Smith predictorlike designs for compensation of arbitrarily long input delays are commonly available only for finite-dimensional systems. Only very few examples exist, where such compensation has been achieved for partial differential equation ([...]
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Antranik A. Siranosian, Auteur ; Krstic, Miroslav, Auteur ; Andrey Smyshlyaev, Auteur |Explicit motion-planning reference solutions are presented for flexible beams with Kelvin–Voigt (KV) damping. The goal is to generate periodic reference signals for the displacement and deflection angle at the free-end of the beam using only act[...]
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Krstic, Miroslav, Auteur ; Lionel Magnis, Auteur ; Vazquez, Rafael, Auteur |In a companion paper we have solved the basic problem of full-state stabilization of unstable “shock-like” equilibrium profiles of the viscous Burgers equation with actuation at the boundaries. In this paper we consider several advanced problems[...]
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James Gray, Auteur ; Krstic, Miroslav, Auteur ; Nalin Chaturvedi, Auteur |We consider an electrohydraulic valve system (EHVS) model with uncertain parameters that may possibly vary with time. This is a nonlinear third order system consisting of two clearly separated subsystems, one for the piston position and the othe[...]
