Error-feedback servomechanism in non-linear systems

REFERENCES

• BYRNES , C. , and ISIDORI , A. , 1989 , Steady state response, separation principle and the output regulation of nonlinear systems . Proceedings of the 28th I.E.E.E Conference on Decision and Control , p. 247 .
   Google Scholar
• CARR , J. , 1981 , Application of Centre Manifold Theory ( New York Springer-Verlag ).
   Google Scholar
• DAVISON , E. J. , 1976 , Multivariate tuning regulators the feedforward and robust control of a general servomechanism problem . I.E.E.E. Transactions on Automatic Control , 21 , 35 - 47 .
   Web of Science ®Google Scholar
• DESOER , C. A. and LIN , C. , 1985 , Tracking and disturbance rejection of MIMO nonlinear system with PI controller . I.E.E.E. Transactions on Automatic Control , 30 , 861 - 867 .
   Web of Science ®Google Scholar
• DESOER , C. A. , WANG , Y. T. , 1979 , The robust non-linear servomechanism problem . International Journal of Control , 29 , 803 - 828 .
   Web of Science ®Google Scholar
• FENICHEL , N. , 1979 , Geometric singular perturbation theory for ordinary differential equations . Journal of Differential Equations , 3 , 53 - 98 .
   Google Scholar
• HALE , J. K. , 1969 , Ordinary differential equations . Pure and Applied Mathematics , XXI , 236 .
   Google Scholar
• HENRY , D. , 1981 , Geometric theory of semilinear parabolic equations . Lecture Notes in Mathematics , 840 .
   Google Scholar
• KOKOTOVIC , P. V. , KHALIL , H. K. , and O'REILLY , J. , 1986 , Singular Perturbation Methods in Control Analysis and Design ( New York Academic Press ).
   Google Scholar
• KOKOTOVIC , P. V. , and SAUER , P. W. , 1989 , Integral manifold as a tool for reduced-order modeling of non-linear system a synchronous machine case study . I.E.E.E. Transactions on Circuits and Systems , 36 , 403 - 410 .
   Google Scholar
• Kuo , B. C. , 1987 , Automatic Control Systems ( Englewood Cliffs, NJ Prentice Hall ), pp. 314 .
   Google Scholar
• MILLER , D. E. , and DAVISON , E. J. , 1989 , The self-tuning servomechanism problem . I.E.E.E. Transactions on Automatic Control , 30 , 511 - 523 .
   Google Scholar
• MORARI , M. , 1983 , Robust stability of systems with integral control . Proceedings of the 22nd IEEE Conference on Decisions and Control , pp. 865 - 869 ; 1985, Robust stability of systems with integral control. I.E.E.E Transactions on Automatic Control, 30, 574-577 .
   Google Scholar
• SHARKEY , P. M. , and O'REILLY , J. , 1987 , Exact design manifold control of a class of non-linear singularly perturbed systems . I.E.E.E. Transactions on Automatic Control , 32 , 933 - 935 ; 1988, Composite control of non-linear singularly perturbed systems a geometric approach. International Journal of Control, 48, 2491-2506 .
   Google Scholar
• SMITH , H. W. , and DAVISON , E. J. , 1972 , Design of industrial regulators integral feedback control . Proceedings of the Institution of Electrical Engineers , 119 , 8 .
   Google Scholar
• SOBOLEV , V. A. , 1984 , Integral manifolds and decomposition of singularly perturbed systems . Systems and Control Letters , 5 , 1169 - 1179 .
   Google Scholar
• TSENG , H. C. , and KOKOTOVIC , P. V. , 1988 , Tracking and disturbance rejection in non-lineav system the integral manifold approach . Proceedings of the 27th I.E.E.E Conference on Decision and Control .
   Google Scholar
• VIDYASAGAR , M. , 1978 , Nonlinear Systems Analysis ( Englewood Cliffs, NJ Prentice Hall ).
   Google Scholar
• WlLLEMS , J. L. , 1969 , The computation of finite stability regions by means of open Lyapunov surfaces . International Journal of Control , 10 , 537 - 544 .
   Google Scholar
• YOSHIZAWA , T. 1966 , Stability theory by Lyapunov's second method . Mathematical Society of Japan .
   Google Scholar