HYDRAULIC SERVO POSITION SYSTEM OF ROLLING MILL BASED ON IMPROVED EXTENDED STATE OBSERVER, 201-208.

Xiaogang Li, Yi-ming Fang, and Le Liu

References

  1. [1] H.A. Mintsa, R. Venugopal, J.P. Kenne, et al., Feedbacklinearization-based position control of an electro hydraulic servosystem with supply pressure uncertainty, IEEE Transactionson Control Systems Technology, 20(4), 2012, 1092–1099.
  2. [2] R. Ghazali, Y.M. Sam, M.F. Rahmat, et al., Position trackingcontrol of an electro-hydraulic servo system using sliding modecontrol, Research & Development. IEEE, Kuala Lumpur, 2011,240–245.
  3. [3] A. Bonchis, P.I. Corke, D.C. Rye, et al., Variable structuremethods in hydraulic servo systems control, Automatic, 37(4),2001, 589–595.
  4. [4] C. Guan and S.A. Zhu, Adaptive differential and integralsliding mode adaptive control for a class of nonlinear systemsand its application in electro hydraulic servo system, ChineseJournal of Electrical Engineering, 25(4), 2005, 103–108.
  5. [5] D.W. Qian, J.Q. Yi, X.J. Liu, et al, Robust control by slidingmode for a class of uncertain underactuated systems withsaturation, Control & Intelligent Systems, 38(2), 2010, 87–94.
  6. [6] J. Yao, X. Zhu, and Z. Zhou, The design of sliding modecontrol system based on backstepping theory for BTT UAV,Control & Intelligent Systems, 36(4), 2009, 347–354.
  7. [7] J.S. Lin, K.Y. Lum, and G.W. Hung, Fuzzy-grey reaching lawsliding mode control for photovoltaics maximum power pointtracking, Control & Intelligent Systems, 42(2), 2014, 159–166.
  8. [8] Y. Yang. Adaptive fuzzy variable structure control of hydraulicservo system[J]. Electronic journal, 36(1), 2008, 86–89.
  9. [9] R.J. Wai, C.M. Lin, and C.F. Hsu, Adaptive fuzzy sliding-mode control for electrical servo drive, Fuzzy Sets & Systems,143(2), 2004, 295–310.
  10. [10] W.W. Zhang and J. Wang, Nonsingular Terminal slidingmodel control based on exponential reaching law, Control andDecision, 27(6), 2012, 909–913.
  11. [11] N. Shao, Binocular visual coordinated tracking control foramulti-robot system based on terminal sliding mode, Control &Intelligent Systems, 44(4), 2016, 161–169.
  12. [12] H.X. Zhang, J.S. Fan, F. Meng, et al., A new double powerreaching law for sliding mode control, Control and Decision,28(2), 2013, 289–293.
  13. [13] J.Y. Yao, J.Z. Jiao, and D.W. Wei, Extended-state-observer-based output feedback nonlinear robust control of hydraulicsystems with backstepping, IEEE Transactions on IndustrialElectronics, 61(61), 2014, 6285–6293.
  14. [14] H.L. Xing, D.H. Li, and J. Li, Linear extended state observerbased sliding mode disturbance decoupling control for nonlinearmultivariable systems with uncertainty, International Journalof Control, Automation and Systems, 14(4), 2016, 967–976.
  15. [15] Q. Chen, Y.R. Nan, and K.X. Xing, Adaptive sliding-modecontrol of chaotic permanent magnet synchronous motor systembased on extended state observer, Acta Physica Sinica, 63(22),2014, 113–120.
  16. [16] Z. Pu, R. Yuan, J. Yi, et al., A class of adaptive extended stateobservers for nonlinear disturbed systems, IEEE Transactionson Industrial Electronics, 62(9), 2015, 5858–5869.
  17. [17] T. Zhou, Extended state observer based on inverse hyperbolicsine function, Control and decision, 30(5), 2015, 943–946.
  18. [18] C. Guan and S. Pan, Adaptive sliding mode control of electro-hydraulic system with nonlinear unknown parameters, ControlTheory & Applications, 16(11), 2008, 1275–1284.
  19. [19] Z.J. Kang and X.Y. Chen, A design method for nonlinearextended state observer, Journal of motor and control, 5(3),2001, 199–203.
  20. [20] P. Zhao, M. L. Yao, X. W. Shen, et al., Non-singular fastterminal sliding mode liquid level tracking control, Journal ofXi’an Jiaotong University, 45(12), 2011, 39–44.

Important Links:

Go Back