logo
calendar9 Yanvar 2020
view53
Main language:Russian

.Algorithms of regular synthesis of adaptive observer for linear stationary system.

Field of Science:
pdf

5e16d64980b0f.pdf

PDF

Kimyoviy texnologiya. Nazorat va boshqaruv

Kimyoviy texnologiya. Nazorat va boshqaruv

Publish Articlesee more

ARTICLE ANNOTATION

quote
The problems of formation of algorithms for regular synthesis of an adaptive observer for a linear stationary system are considered. Regularized algorithms are provided that allow identification of the parameters and state vector of the controlled object. Retrospective and iterative computational algorithms for simplified regularization are used as a basic regular scheme. The above expressions allow us to realize a stable procedure for estimating unknown parameters and the state of a linear stationary system in the course of its normal functioning.

AUTHORS

A.Rasulev

TDTU

Tags

# баҳолаш# идентификация# identification# адаптив кузатувчи# адаптивный наблюдатель# adaptive observer# estimation# оценивание# чизиқли стационар тизим# мунтазамлаш алгоритми# линейная стационарная система# регулярный алгоритм# linear stationary system# regular algorithm

OTHER ARTICLES IN THIS JOURNAL

Rate Article

0
0 ratings
5
4
3
2
1

Article Identifiers

ROI:

https://eroi.uz/11.0008/A0120-0027

DOI:

Not Available

References

1. Miroshnik I.V. Teoriya avtomaticheskogo upravleniya. Lineyny'e sistemy'. SPb.: Piter, 2005, 336 s. 2. Korovin S.K., Fomichev V.V. Nablyudateli sostoyaniya dlya lineyny'h sistem s neopredelennost'yu. -M.: Fizmatlit, 2007. 224 s. 3. Krasnova S.A., Utkin V.A. Kaskadny'y sintez nablyudateley sostoyaniya dinamicheskih sistem. -M.: Nauka, 2006. -272 s. 4. Prokopov B.I. O postroenii adaptivny'h nablyudateley // AiT, 1981, №5. -S. 95-100. 5. Sotirov L.N. Optimal'noe singulyarnoe adaptivnoe nablyudenie stacionarny'h diskretny'h sistem s ocenkoy nachal'nogo vektora sostoyaniya // AiT, 1997, №9. -S. 110-118. 6. Grigor'ev V.V., Juravle'va N.V., Luk'yanova G.V., Sergeev K.A. Sintez sistem avtomaticheskogo upravleniya metodom modal'nogo upravleniya. S-Pb: SPbGU ITMO, 2007. -108 s. 7. Metody' robastnogo, neyro-nechetkogo i adaptivnogo upravleniya: Uchebnik / Pod red. N.D. Egupova. - M.: Izd-vo MGTU im. N.E`. Baumana, 2001. - 744 s, il. 8. Tihonov A.N., Arsenin V.YA. Metody' resheniya nekorrektny'h zadach, M.: Nauka, 1986. -288 s. 9. Streyc V. Metod prostranstva sostoyaniy v teorii diskretny'h lineyny'h sistem upravleniya. - M.: Nauka, 1985. -296 s. 10. Morozov V.A. Regulyarny'e metody' resheniya nekorrektno postavlenny'h zadach, M.: Nauka, 1987. 11. Vaynikko G.M., Veretennikov A.YU. Iteracionny'e procedury' v nekorrektny'h zadachah. M.: Nauka, 1986. 12. Bakushinskiy A.B., Goncharskiy A.V. Iterativny'e metody' resheniya nekorrektny'h zadach. M.: Nauka, 1989.-128 c. 13. Gantmaher F.R. Teoriya matric. - 4-e izd. -M.: Nauka. Fiz.-mat. lit., 1988. - 552 s. 14. Horn R., Djonson CH. Matrichny'y analiz: Per. s angl. -M.: Mir., 1989. -655s. 15. Jdanov A.I. Vvedenie v metody' resheniya nekorrektny'h zadach: -Izd. Samarskogo gos. ae`rokosmicheskogo un-ta, 2006. 87 s.