About optimal feedback control problem for motion model of nonlinearly viscous fluid

About optimal feedback control problem for motion model of nonlinearly viscous fluid

The optimal feedback control problem for the initial–boundary value problem describing a motion of a nonlinearly viscous fluid is considered in the paper. The existence of an optimal solution that gives a minimum to a given quality functional is proved. To prove the existence of an optimal solution...

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Hauptverfasser: Ashyralyev, Allaberen, Zvyagin, Victor, Zvyagin, Andrey
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Sprache:eng
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Approximation
Boundary value problems
Control systems
Feedback control
Viscous fluids
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Zvyagin, Victor
Zvyagin, Andrey
description The optimal feedback control problem for the initial–boundary value problem describing a motion of a nonlinearly viscous fluid is considered in the paper. The existence of an optimal solution that gives a minimum to a given quality functional is proved. To prove the existence of an optimal solution the topological approximation method for investigation of hydrodynamic problems is used.
doi_str_mv 10.1063/5.0040387
format Conference Proceeding
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subjects Approximation
Boundary value problems
Control systems
Feedback control
Viscous fluids
title About optimal feedback control problem for motion model of nonlinearly viscous fluid
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