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Short Papers

Disturbance decoupling of nonlinear systems by high gain feedback

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Pages 193-197 | Received 14 Sep 1987, Accepted 16 Dec 1987, Published online: 04 May 2011

References

  • Byrnes , C. I. and Isidori , A. “Global Feedback Stabilization of Nonlinear Systems” . Proc. 24th IEEE Conf. Decision Control, . Lauderdale, FL.. pp. 1031 – 1037 .
  • Isidori , A. , Krener , A. J. , Gori‐Giorgi , C. and Monaco , S. 1981 . “Nonlinear Decoupling via Feedback: A Differential Geometric Approach” . IEEE Trans. Autom. Control , AC‐26 ( 2 ) : 331 – 345 .
  • Marino , R. 1985 . “High‐Gain Feedback in Nonlinear Control Systems” . Int. J. Control , 42 ( 6 ) : 1369 – 1385 .
  • Sannuti , P. 1983 . “Direct Singular Perturbation Analysis of High‐Gain and Cheap Control Problems” . Automatica , 19 ( 1 ) : 41 – 45 .
  • Tikhonov , A. N. , Vasileva , A. B. and Sveshnikov , A. G. 1985 . Differential Equations , Berlin : Springer Verlag .
  • Young , K. D. 1982 . “Disturbance Decoupling by High Gain Feedback” . IEEE Trans. Autom. Control , AC‐27 ( 4 ) : 970 – 971 .
  • Young , K. K. D. , Kokotovic , P. V. and Utkin , V. I. 1977 . “A Singular Perturbation Analysis of High Gain Feedback Systems” . IEEE Trans. Autom. Control , AC‐22 ( 6 ) : 931 – 937 .

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