logo
calendar10 Yanvar 2020
view59
Main language:Russian

Estimation of the covariation matrix of disturbances at the entrance of the controlled object on the basis of iterative algorithms

Field of Science:
pdf

5e18436af0f18.pdf

PDF

ARTICLE ANNOTATION

quote
The problems of formation and construction of stable algorithms for estimating the covariance matrices of input disturbances of the control object based on the methods of successive approximations are considered. Algorithms for the stable estimation of covariance matrices of perturbations at the input of an object are presented based on the concepts of iterative algorithms. The regular algorithms given above make it possible to produce a stable estimation of the covariance matrix of the object noise based on the concepts of the synthesis of adaptive filters and thereby increase the accuracy of the adaptive estimation procedure.

AUTHORS

O.Zaripov

TashGTU

O.Shukurova

Карши давлат университети

Tags

# бошқарилувчи объект# ғалаѐнларни ковариацион матрицас# баҳолашни итератив алгоритмлари# управляемый объект# ковариационной матрицы возмущени# итеративный алгоритм оценивания# controlled object# covariance matrix of perturbatio# iterative estimation algorithm

OTHER ARTICLES IN THIS JOURNAL

Rate Article

0
0 ratings
5
4
3
2
1

Article Identifiers

References

1. Antonov V., Terehov V., Tyukin I. Adaptivnoe upravlenie v tehnicheskih sistemah. Uchebnoe posobie. Izd-vo: Izd-vo Sankt-Peterburgskogo universiteta, 2001. - 244 s. 2. Fomin V.N., Fradkov A.L., YAkubovich V.A. Adaptivnoe upravleniya dinamicheskimi ob`ektami. M., 1981. -448s. 3. Saly'ga V.I., Karabutov N.N. Identifikaciya i upravlenie processami v chernoy metallurgii. - M.: Metallurgiya, 1986. -192 s. 4. Avtomatizirovannoe upravlenie tehnologicheskimi processami / pod red. YAkovleva V.B. - L.: Izd-vo Leningradskogo universiteta, 1988. - 224 s. 5. Fil'traciya i stohasticheskoe upravlenie v dinamicheskih sistemah. / Pod red. K. T. Leondesa Per. s angl., - M.: Mir, 1980. - 407 s. 6. Antonov V., Terehov V., Tyukin I. Adaptivnoe upravlenie v tehnicheskih sistemah. Uchebnoe posobie. Izd-vo: Izd-vo Sankt-Peterburgskogo universiteta, 2001. - 244 s. 7. Ogarkov M.A. Metody' statisticheskogo ocenivaniya parametrov sluchayny'h processov. -M.: E`nergoatomizdat, 1990. -208 s. 8. Kuzovkov N.T., Saly'chev O.S. Inercial'naya i optimal'naya fil'traciya. - M.: Mashinostroenie, 1982. - 216 s. 9. Sinicy'n I.N. Fil'try' Kalmana i Pugacheva. Izd-vo: Logos, 2006. - 640s. 10. Tihonov A.N., Leonov A.S., YAgola A.G. Nelineyny'e nekorrektny'e zadachi, M.: Nauka, 1995. -308 s. 11.Bakushinskiy A.B., Goncharskiy A.V. Iterativny'e metody' resheniya nekorrektny'h zadach. M.: Nauka, 1989. - 128 c. 12. Fonarev A.A., O reshenii nelineyny'h uravneniy s monotonny'mi otobrajeniyami v gil'bertovom prostranstve, Differenc. uravneniya, 1981, tom 17, nomer 2, 366-372 13.Bakushinskiy A.B., Kokurin M.YU. Algoritmy' iterativnoy regulyarizacii dlya monotonny'h variacionny'h neravenstv // JVMiMF, Tom 39, №4, 1999. - S.553-560. 14. Vaynikko G.M., Veretennikov A.YU. Iteracionny'e procedury' v nekorrektny'h zadachah. M.: Nauka, 1986. 15. Verlan' A.F., Sizikov V.S. Integral'ny'e uravneniya: metody', algoritmy', programmy'. Kiev: Naukova dumka, 1986. - 542 s.