The successive parameterization method of control actions in boundary value optimal control problems for distributed parameter systems

A special procedure for control action parameterization and the precise method based on it for determining open-loop optimal control algorithms for the systems with distributed parameters under the prescribed tolerance conditions for the deviation from the required final state of the controlled para...

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Vydáno v:Journal of computer & systems sciences international Ročník 48; číslo 3; s. 351 - 362
Hlavní autoři: Pleshivtseva, Yu. E., Rapoport, E. Ya
Médium: Journal Article
Jazyk:angličtina
Vydáno: Dordrecht SP MAIK Nauka/Interperiodica 01.06.2009
Springer Nature B.V
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ISSN:1064-2307, 1555-6530
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Abstract A special procedure for control action parameterization and the precise method based on it for determining open-loop optimal control algorithms for the systems with distributed parameters under the prescribed tolerance conditions for the deviation from the required final state of the controlled parameter being estimated in the uniform metric is proposed. The method uses the reduction to the problems of semi-infinite optimization, alternance properties of their solutions, and some additional information on fundamental regularities of the subject domain. Examples showing an opportunity of using these results for applied problems, constituting also a point of independent interest are presented.
AbstractList A special procedure for control action parameterization and the precise method based on it for determining open-loop optimal control algorithms for the systems with distributed parameters under the prescribed tolerance conditions for the deviation from the required final state of the controlled parameter being estimated in the uniform metric is proposed. The method uses the reduction to the problems of semi-infinite optimization, alternance properties of their solutions, and some additional information on fundamental regularities of the subject domain. Examples showing an opportunity of using these results for applied problems, constituting also a point of independent interest are presented.
A special procedure for control action parameterization and the precise method based on it for determining open-loop optimal control algorithms for the systems with distributed parameters under the prescribed tolerance conditions for the deviation from the required final state of the controlled parameter being estimated in the uniform metric is proposed. The method uses the reduction to the problems of semi-infinite optimization, alternance properties of their solutions, and some additional information on fundamental regularities of the subject domain. Examples showing an opportunity of using these results for applied problems, constituting also a point of independent interest are presented.[PUBLICATION ABSTRACT]
Author Pleshivtseva, Yu. E.
Rapoport, E. Ya
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Yu. E. Pleshivtseva (3003_CR14) 1994
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R. Gabasov (3003_CR20) 1973
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E. Ya. Rapoport (3003_CR6) 1993
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– reference: RapoportE. Ya.PleshivtsevaYu. E.Optimal Control of Induction Heating Processes2007Voca Raton, London, New YorkCRC Press, Taylor & Francis Group
– reference: ButkovskiiA. G.Structural Theory of Distributed Systems1977MoscowNauka
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– reference: E. Ya. Rapoport, “To Development of Applied Control Theory,” Mekhatronika, Avtomatizatsiya, Upravlenie, No. 6, 2–14 (2004).
– reference: ButkovskiiA. G.MalyiS. A.AndreevYu. N.Optimal Control for Heating Metals1981MoscowMetallurgiya
– reference: KollattsL.KrabsV.Approximation Theory. Chebyshev Approximations1978MoscowNauka
– reference: Vasil’evF. P.Optimization Methods2002MoscowFaktorial Press
– reference: PleshivtsevaYu. E.Algorithms of Suboptimal Spatial—Temporal Control for a System with Distributed ParametersElements and Systems of Optimal Identification and Control of Technological Processes1994TulaTulGTU8091
– reference: ButkovskiiA. G.The Theory of Optimal Control of Systems with Distributed Parameters1965MoscowNauka
– reference: RapoportE. Ya.Structural Simulation of Objects and Systems with Distributed Parameters2003MoscowVysshaya Shkola
– reference: ButkovskiiA. G.Control Methods for Systems with Distributed Parameters1975MoscowNauka
– reference: RapoportE. Ya.Optimization of Processes of Induction Heating of Metals1993MoscowMetallurgiya
– reference: RapoportE. Ya.Analysis and Synthesis of Control Systems with Distributed Parameters2005MoscowVysshaya Shkola
– reference: GabasovR.KirillovaF. M.Singular Optimal Controls1973MoscowNauka
– reference: MoiseevN. N.Elements of the Theory of Optimal Systems1975MoscowNauka
– reference: FedorenkoR. P.Approximate Solution of Optimal Control Problems1978MoscowNauka0462.49001
– reference: KarlinS.StaddenV.Chebyshev Systems and Their Application in Analysis and Statistics1976MoscowNauka
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– reference: RapoportE. Ya.Altrnance Method in Applied Optimization Problems2000MoscowNauka
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– volume-title: Nonlinear Control Theory and Its Applications: Dynamics, Control, Optimization
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Snippet A special procedure for control action parameterization and the precise method based on it for determining open-loop optimal control algorithms for the systems...
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StartPage 351
SubjectTerms Control
Control algorithms
Control in Systems with Distributed Parameters
Engineering
Mechatronics
Robotics
Studies
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Title The successive parameterization method of control actions in boundary value optimal control problems for distributed parameter systems
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Volume 48
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