PARAMETRIC SYNTHESIS OF THE DIGITAL INVARIANT STABILIZER FOR A NON-STATIONARY OBJECT

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Eugene Aleksandrov
https://orcid.org/0000-0001-9596-0669
Tetiana Aleksandrova
https://orcid.org/0000-0001-9596-0669
Iryna Kostianyk
https://orcid.org/0000-0003-0289-2869

Abstract

Two methods are considered for choosing the values of the variable parameters of the digital stabilizer for a non-stationary object, which ensures the invariance of the closed stabilization system to the action of external disturbances. The comparative analysis of the considered methods was carried out in order to identify their advantages and disadvantages. As an example, it is considered the problem of parametric synthesis of the digital stabilizer of the C5M cosmic stage of the Cyclone-3 carrier rocket as part of the program for the modernization of these objects created in the late 70s by the joint efforts of the Yuzhnoye Design Bureau and NPO Hartron, which contain an analog stabilization system and operating to date. It is concluded about advisability to replace the C5M analog stage stabilizer with the digital stabilizer in order to improve the quality of the stabilized process of the stage in the active part of the flight trajectory. It is shown that both methods considered in the article lead to the creation of the digital stabilizer that provides a significant reduction in the static error of the closed digital stabilization system of the cosmic stage of the carrier rocket and an increase in the quality of stabilization process.

Article Details

How to Cite
Aleksandrov, E., Aleksandrova, T., & Kostianyk, I. (2020). PARAMETRIC SYNTHESIS OF THE DIGITAL INVARIANT STABILIZER FOR A NON-STATIONARY OBJECT. Advanced Information Systems, 4(1), 39–44. https://doi.org/10.20998/2522-9052.2020.1.07
Section
Methods of information systems synthesis
Author Biographies

Eugene Aleksandrov, Kharkiv National Automobile and Highway University, Kharkiv

Doctor of Technical Sciences, Professor, Department of automobiles

Tetiana Aleksandrova, National Technical University «Kharkiv Polytechnic Institute», Kharkiv

Doctor of Technical Sciences, Professor, Department of Systems Analysis and Information-Analytical Technologies

Iryna Kostianyk, National Technical University «Kharkiv Polytechnic Institute», Kharkiv

PhD, Associate Professor, Department of Information Technologies and Systems of Wheel and Track Machines named after Morozov

References

Letov, A.M. (1981), Matematicheskaya teoriya protsessov upravleniya [The mathematical theory of control processes], Nauka, Moscow, 256 p. (in Russian).

Aleksandrov, Ye.Ye. (1990), “Parametricheskaya optimizatsiya reguliruemyih dinamicheskih sistem s pomoschyu funktsiy Lyapunova” [Parametric optimization of controlled dynamic systems using Lyapunov functions], Tehnicheskaya kibernetika, Izv. AN SSSR, No. 3, pp. 44–49. (in Russian).

Aleksandrov, Ye.Ye. and Beh, M.V. (1993), Avtomatizirovannoe proektirovanie dinamicheskih sistem s pomoschyu funktsiy Lyapunova [Automated design of dynamic systems using Lyapunov function], Osnova, Kharkiv, 113 p. (in Russian).

Aleksandrova, T.Ye. and Kostyanik, I.V. (2018), “Parametricheskiy sintez stabilizatora kosmicheskoy stupeni S5M raketyi-nositelya «Tsiklon-3» na aktivnom uchastke traektorii” [Parametric synthesis of the C5M cosmic stage stabilizer of the Cyclone-3 carrier rocket in the active part of trajectory], Visnik NTU «HPI». Seriya: Sistemniy analiz, upravlinnya ta Informatsiyni tehnologiyi, Kharkiv, No. 44 (1320), pp. 3–8 (in Russian).

Igdalov, I.M., Kuchma, L.D., Polyakov, N.V. and Sheptun, Yu.D. (2010), Dinamicheskoe proektirovanie raket [Dynamic design of the rockets], DNU, Dnepropetrovsk, 264 p. (in Russian).

Aleksandrov, Ye.Ye. and Aleksandrova, T.Ye. (2014), Matematicheskoe modelirovanie, sistemnyiy analiz i sintez dinamicheskih system [Mathematical modeling, systems analysis and synthesis of dynamic systems], NTU «KhPI», Kharkiv, 200 p. (in Russian).

Aleksandrov, Ye.Ye. and Aleksandrova, T.Ye. (2015), “Parametric Synthesis of Digital Stabilization System of Tank Gun”, Journal of Automation and Information Sciences, No. 41 (11), pp. 1–17.

Himmelblau, D. (1975), Prikladnoe nelineynoe programmirovanie [Applied Nonlinear Programming], Mir, Moscow, 534 p. (in Russian).

Vasilev, S.K., Zaharov, V.N. and Prohorov, Yu.F. (1979), Kibernetika v sistemah voennogo naznacheniya [Cybernetics in military systems], Voenizdat, Moscow, 263 p. (in Russian).

Aleksandrov, Ye.Ye., Kozlov, Ye.P. and Kuznyeczov, B.I (2002), Avtomatychne keruvannya ruhomymy obyektamy i tehnologichnymy procesamy. Tom 1. Teoriia avtomatychnoho keruvannia [Automatic control of moving objects and technological processes. Volume 1. Automatic control theory], NTU «KhPI», Kharkiv, 490 p. (in Ukrainian).

Igdalov, I.M., Kuchma, L.D., Polyakov, N.V. and Sheptun, Yu.D. (2004), Raketa kak ob'ekt upravleniya [Rocket as a control object], ART-PRESS, Dnepropetrovsk, 544 p. (in Russian).

Aleksandrov, Ye.Ye., Aleksandrova, T.Ye. and Ovcharenko, Yu.Ye. (2019), Improvement of technical and ergonomic characteristics of military objects, KhNADU, Kharkiv, 175 p.

Aleksandrova, T.Ye., Kononenko, V.A. and Lazarenko, A.A. (2011), “Comparative analysis of PD-stabilizers for moving objects with low-frequency Butterworth and Lanczos filters”, Radioelektronika. Informatyka. Upravlinnia, No. 2, pp. 148–152.

Aleksandrova, T.Ye., Aleksandrova, I.Ye. and Lazarenko, A.A. (2014), “Tsifrovyie filtryi v sistemah avtomobilnoy avtomatiki” [Digital filters in automotive automation systems], Vestnik Moskovskogo avtomobilno–dorozhnogo gosudarstvennogo tehnicheskogo universiteta, No. 1(37), pp. 25–28 (in Russian).