Building optimal boundary control by the successive approximations method

• Autorzy: Orynbet M. , Bayandina G. , Tolebayeva G.

Identyfikatory

DOI

10.5604/20830157.1093192

Warianty tytułu

PL

Opracowanie optymalnego sterowania z ograniczeniami z wykorzystaniem metody kolejnych aproksymacji

• Języki publikacji: EN

Abstrakty

EN

The article suggests a method for calculating the boundary control in the tape bearings optimal program using the method of successive approximations.

PL

Przedstawiono metodę opracowania optymalnego sterowania z ograniczeniami w taśmociągach z wykorzystaniem metody kolejnych aproksymacji.

Słowa kluczowe

EN

optimal control; boundary conditions

PL

sterowanie optymalne; warunki graniczne

• Wydawca: Wydawnictwo Politechniki Lubelskiej
• Czasopismo: Informatyka, Automatyka, Pomiary w Gospodarce i Ochronie Środowiska
• Rocznik: 2014
• Tom: nr 1
• Strony: 24--26
• Opis fizyczny: Bibliogr. 13 poz.

Twórcy

autor

Orynbet M.

• K.I. Satpayev Kazakh National Technical University. Institute of Information and Communication Technologies

autor

Bayandina G.

• K.I. Satpayev Kazakh National Technical University. Institute of Information and Communication Technologies

autor

Tolebayeva G.

• K.I. Satpayev Kazakh National Technical University. Institute of Information and Communication Technologies

Bibliografia

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• [2] Barnum E.: Theoretical research of the foil bearings dynamic characteristics: Translation from English, Friction and greasing problems, 1971, N1, p. 136-140.
• [3] Butkovsky A.G.: Control methods for the systems with the distributed parameters, Science, 1975.
• [4] Butkovsky A.G.: Optimum control theory for the systems with the distributed parameters, Science, 1965.
• [5] Ladikov Y.P.: Processes stabilization in continuous media, Nauka, 1978.
• [6] Lions Zh.L.: Optimum system control described with the partial differential equation, Mir 1972.
• [7] Lurye K.A.: Optimum control in mathematic physics problems, Nauka, 1975.
• [8] Merkulov V.I. et al.: Numerical computation of one flow of incompressible liquid in the area with movable boundary, News of the Academy of Sciences of the USSR. Technical sciences series, 1967, V.13 N3, p. 111-121.
• [9] Sirazetdinov T.K.: Systems optimization with distributed parameters. Nauka, 1987, p. 480.
• [10] Solodovnikov V.V.: Minimum complexity principle and dynamic characteristics calculation for the objects with distributed parameters, High school news no. 1 Instrument engineering, 1977, V. 20, N 3, p. 29-40.
• [11] Solodovnikov V.V., Zverev V.Y.: Application of the automated control and multi-criteria optimization methods for the design automation. Automatic control system of technological process, Mashinostroenie, 1984.
• [12] Yegorov A.I.: About optimum process control in distributed objects, Applied mathematics and mechanics, 1963, V.27, N4, p. 17-25.
• [13] Yegorov A.I.: About optimum process control in some systems with the distributed parameters, Automation and telemetry, 1964, V.25 N5, p. 85-91.