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Identification of Nonlinear Cascade Systems with Noninvertible Piecewise Linear Input and Backlash Output Nonlinearities Cover

Identification of Nonlinear Cascade Systems with Noninvertible Piecewise Linear Input and Backlash Output Nonlinearities

By: Jozef Vörös  
Open Access
|Sep 2016

References

  1. DENG, K.—DING, F. : Newton Iterative Identification Method for an Input Nonlinear Finite Impulse Response System with Moving Average Noise using the Key Variables Separation Technique, Nonlinear Dynamics 76 (2014), 1195–1202.
  2. HASIEWICZ, Z.—MZYK, G. : Combined Parametric-Nonparametric Identification of Hammerstein Systems, IEEE Trans. Automatic Control 49 (2004), 1370–1375.
  3. JANCZAK, A. : Neural Network Approach for Identification of Hammerstein Systems, International Journal of Control 76 (2003), 1749–1766.
  4. MA, J.—DING, F.—YANG, E. : Data Filtering-Based Least Squares Iterative Algorithm for Hammerstein Nonlinear Systems by using the Model Decomposition, Nonlinear Dynamics 83 (2016), 1895–1908.
  5. PUPEIKIS, R. : On the Identification of Hammerstein Systems Having Saturation-Like Functions with Positive Slopes, Informatica 17 (2006), 55–68.
  6. SHEN, Q.—DING, F. : Iterative Estimation Methods for Hammerstein Controlled Autoregressive Moving Average Systems based on the Key-Term Separation Principle, Nonlinear Dynamics 75 (2014), 709–716.
  7. SLIWINSKI, P.—ROZENBLIT, J.—MARCELLIN, M. W.—KLEMPOUS, R. : Wavelet Amendment of Polynomial Models in Hammerstein Systems Identification, IEEE Trans. Automatic Control 54 (2009), 820–825.
  8. BAI, E. W.—REYLAND, J. : Towards Identification of Wiener Systems with the Least Amount of a Priori Information: IIR Cases, Automatica 45 (2009), 956–964.
  9. CHEN, J.—LU, X.—DING, R. : Gradient-based Iterative Algorithm for Wiener Systems with Saturation and Dead-Zone Nonlinearities, Journal of Vibration and Control 20 (2014), 634–640.
  10. KAZLAUSKAS, K.—PUPEIKIS, R. : On Intelligent Extraction of an Internal Signal in a Wiener System Consisting of a Linear Block Followed by Hard-Nonlinearity, Informatica 24 (2013), 35–58.
  11. PAWLAK, M.—HASIEWICZ, Z.—WACHEL, P. : On Nonparametric Identification of Wiener Systems, IEEE Trans. Signal Processing 55 (2007), 482–492.
  12. PUPEIKIS, R. : On the Identification of Wiener Systems Having Saturation-Like Functions with Positive Slopes, Informatica 16 (2005), 131–144.
  13. WANG, D.—DING, F. : Least Squares Based and Gradient Based Iterative Identification for Wiener Nonlinear Systems, Signal Processing 91 (2011), 1182–1189.
  14. ZHOU, L.—LI, X.—PAN, F. : Gradient Based Iterative Parameter Identification for Wiener Nonlinear Systems, Applied Mathematical Modelling 37 (2013), 8203–8209.
  15. KALAŠ, V.—JURIŠICA, L.—ŽALMAN, M.—ALMÁSSY, S.—SIVIČEK, P.—VARGA, A.—KALAŠ, D. : Nonlinear and Numerical Servosystems, Alfa/SNTL, Bratislava, 1985. (in Slovak)
  16. DONG, R.—TAN, Q.—TAN, Y. : Recursive Identification Algorithm for Dynamic Systems with Output Backlash and its Convergence, Int. J. Applied Mathematics and Computer Science 19 (2009), 631–638.
  17. ROCHDI, Y.—GIRI, F.—GNING, J. B.—CHAOUI, F. Z. : Identification of Block-Oriented Systems in the Presence of Nonparametric Input Nonlinearities of Switch and backlash Types, Automatica 46 (2010), 785–958.
  18. VÖRÖS, J. : Identification of Cascade Systems with Backlash, International Journal of Control 83 (2010), 1117–1124.
  19. VÖRÖS, J. : Identification of Nonlinear Dynamic Systems with Input Saturation and Output Backlash using Three-Block Cascade Models, Journal of the Franklin Institute 351 (2014), 5455–5466.
  20. VÖRÖS, J. : An Iterative Method for Hammerstein-Wiener Systems Parameter Identification, J. Electrical Engineering 55 (2004), 328–331.
  21. WANG, D.—DING, F. : Hierarchical Least Squares Estimation Algorithm for Hammerstein-Wiener Systems, IEEE Signal Processing Letters 19 (2012), 825–828.
  22. WILLS, A.—NINNESS, B. : Generalised Hammerstein-Wiener System Estimation and a Benchmark Application, Control Engineering Practice 20 (2012), 1097–1108.
  23. YAN, J.—LI, B.—GUO, G.—ZENG, Y.—ZHANG, M. : Nonlinear Modeling and Identification of the Electro-Hydraulic Control System of an Excavator Arm using BONL Model, Chinese Journal of Mechanical Engineering 26 (2013), 1212–1221.
  24. VÖRÖS, J. : Modeling and Parameter Identification of Systems with Multisegment Piecewise-Linear Characteristics, IEEE Trans. Automatic Control 47 (2002), 184–188.
  25. REYLAND, J.—BAI, E. W. : Generalized Wiener System Identification: General Backlash Nonlinearity and Finite Impulse Response Linear Part, Int. Journal of Adaptive Control and Signal Processing 28 (2014), 1174–1188.
  26. VÖRÖS, J. : Parametric Identification of Systems with General Backlash, Informatica 23 (2012), 283–298.
  27. LJUNG, L.—SÖDERSTRÖM, T. : Theory and Practice of Recursive Identification, MIT Press, Cambridge, MA, 1983.
  28. CHIDAMBARAM, M. : Computer Control of Processes, CRC Press, New York, 2001.
DOI: https://doi.org/10.1515/jee-2016-0041 | Journal eISSN: 1339-309X | Journal ISSN: 1335-3632
Language: English
Page range: 279 - 285
Submitted on: Dec 17, 2015
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Published on: Sep 18, 2016
In partnership with: Paradigm Publishing Services
Publication frequency: 6 issues per year

© 2016 Jozef Vörös, published by Slovak University of Technology in Bratislava
This work is licensed under the Creative Commons Attribution-NonCommercial-NoDerivatives 3.0 License.