350 rub
Journal Radioengineering №8 for 2017 г.
Article in number:
Isomorphic state observers and system signal robust filtering
Type of article: scientific article
UDC: 519.71: 681.5: 629.05
Authors:

V.S. Kulabukhov – JSC MRPC «Avionica» (Moscow) E-mail: kulabuhov@mnpk.ru, kws0704@mail.ru

Abstract:

The simple formalized procedure for synthesis of new type observers – isomorphic observers – is proposed. Was demonstrated that for the observed object the synthesis task decomposition allowing to generate separately and independently an isomorphic observer and filter exists.  The robust observer synthesis method is proposed that provides in conjunction with filters high quality of reproduction and filtering of linear system input signals in conditions of significant noise and parametrical disturbances. Examples of isomorphic observers and filters synthesis are given.

Pages: 50-55
References
  1. Kalman R., Falb P., Arbib M. Ocherki po matematicheskoj teorii sistem. M.: Mir. 1971.
  2. Spravochnik po teorii avtomaticheskogo upravleniya / Pod red. A.A. Krasovskogo. M.: Nauka. 1987.
  3. Krasnova S.A., Utkin V.A. Kaskadny'j sintez nablyudatelej sostoyaniya dinamicheskix sistem / Pod red A.P. Kurdyukova. M.: Nauka. 2006. 272 s.
  4. Shaxtarin B.I. Fil'try' Vinera i Kalmana. M.: Gelios ARV. 2008. 408 s.
  5. Luenberger D.B. Observers of multivariable systems // IEEE Trans. 1966. V. AC-11. P. 190−197.
  6. Chernodarov A.V. Kontrol', diagnostika i identifikacziya aviaczionny'x priborov i izmeritel'no-vy'chislitel'ny'x kompleksov. M.: OOO «Nauchtexlitizdat». 2017. 300 s.
  7. Isidori A. Nonlinear control systems. Ed. 3rd. Berlin: Springer-Verlag. 1995.
  8. Ciccarella G., Dalla Mora M. And German A. A Luenberger-like observer for nonlinear systems // Int. J. Control.1993. V. 57. № 3. P. 537−556.
  9. Proychev Ph., Mishkov R.L. Transformation of nonlinear systems in observer canonical form with reduced dependency on derivatives of the input // Automatica. 1993. V. 29. № 2. P. 495−498.
  10. Shouse K.R., Taylor D.G. Discrete time observer for singularly pertubed continuous time systems // IEEE Trans. Automat. Control. 1993.
  11. Uonem U.M. Linejny'e mnogomerny'e sistemy' upravleniya. Geometricheskij podxod. M.: 1980.
  12. Kulabuxov V.S. Princzip izomorfnosti v zadache realizaczii i ego prilozheniya k analizu svojstv sistem upravleniya // Sb. trudov XII Vseros. soveshhaniya po problemam upravleniya (VSPU-2014). Institut problem upravleniya im. V.A. Trapeznikova RAN. 2014. S. 438−448. http://vspu2014.ipu.ru/prcdngs (data dostupa 16.05.2017 g.).
  13. http://portal.tpu.ru/SHARED/v/VOS/study/disc1/Tab/tema06.pdf (data dostupa 16.05.2017 g.).
Date of receipt: 28 июня 2017 г.