logo
calendar15 Dekabr 2019
view29
Main language:Russian

Algorithms of stable control of a matrix object in the conditions of parametric uncertainty.

Field of Science:
pdf

5df610e4936c8.pdf

PDF

Kimyoviy texnologiya. Nazorat va boshqaruv

Kimyoviy texnologiya. Nazorat va boshqaruv

Publish Articlesee more

ARTICLE ANNOTATION

quote
The problems of forming algorithms for stable control of a matrix object under conditions of parametric uncertainty are considered. Algorithms for managing the object under consideration using the matrix pseudoinversion procedure are given. Recurrent algorithms based on the fringing method are used for pseudo-inversion of matrices. These relations allow us to implement recurrent pseudo-inversion of matrices in the control algorithm and, thereby, realize control actions in the adaptive control system of the matrix object under uncertainty conditions.

AUTHORS

O.Mamirod

TDTU

Tags

# матрицавий бошқарув объекти# параметрик ноаниқлик# матрицаларга мавҳум мурожаат# матричный объект управления# параметрическая неопределенность# псевдообращение матриц# matrix control object# parametric uncertainty# pseudo-inversion of matrices

OTHER ARTICLES IN THIS JOURNAL

Rate Article

0
0 ratings
5
4
3
2
1

Article Identifiers

ROI:

https://eroi.uz/11.0008/A1219-0015

DOI:

Not Available

References

1. Afanas'ev V.N. Upravlenie neopredelenny'mi dinamicheskimi ob`ektami. - M.: Fizmatlit, 2008. - 208 s. 2. Bobcov A.A., Py'rkin A.A. Adaptivnoe i robastnoe upravlenie s kompensaciey neopredelennostey. Uchebnoe posobie. - SPb.: NIU ITMO, 2013. - 135s. 3. Nikiforov V.O., Ushakov A.V. Upravlenie v usloviyah neopredelennosti: chuvstvitel'nost', adaptaciya, robastnost'. - SPb: SPb GITMO (TU), 2002. - 232 s. 4. Igamberdiev H.Z., YUsupbekov A.N., Zaripov O.O. Regulyarny'e metody' ocenivaniya i upravleniya dinamicheskimi ob`ektami v usloviyah neopredelennosti. - T.: TashGTU, 2012. - 320 s. 5. Kuncevich V.M. O reshenii zadachi dvumernoy diskretnoy fil'tracii (Sintez matrichny'h fil'trov) // AiT. 1987. №6, -S. 6878. 6. Bodyanskiy E.V., Pliss I.P. O reshenii zadachi upravleniya matrichny'm ob`ektom v usloviyah neopredelennosti // AiT., 1990, №2, -S. 175-178. 7. Antonov V., Terehov V., Tyukin I. Adaptivnoe upravlenie v tehnicheskih sistemah. Uchebnoe posobie. Izd-vo: Izd-vo Sankt-Peterburgskogo universiteta, 2001. - 244s. 8. Bunich A.L., Bahtadze N.N. Sintez i primenenie diskretny'h sistem upravleniya s identifikatorom / Otv. red. V.A. Lotockiy. M.: Nauka, 2003. - 232 s. 9. Gantmaher F.R. Teoriya matric. -M.: Nauka, 1988. - 552 s. 10. Golub Dj., Van Louch CH. Matrichny'e vy'chisleniya: Per. s angl. -M.: Mir, 1999. -548 s. 11. Horn R., Djonson CH. Matrichny'y analiz: Per. s angl. -M.: Mir., 1989. -655s. 12. Demmel' Dj. Vy'chislitel'naya lineynaya algebra. Teoriya i prilojeniya: Per. s angl. -M.: Mir, 2001 -430 s. 13. Jdanov A.I. Vvedenie v metody' resheniya nekorrektny'h zadach: -Izd. Samarskogo gos. ae`rokosmicheskogo un-ta, 2006. 87 s. 14. Louson CH., Henson R. CHislennoe reshenie zadach metoda naimen'shih kvadratov / Per. s angl. -M.: Nauka. Gl. red. fiz.mat. lit., 1986. -232 s.