Optimization of control input for deadbeat control systems

REFERENCES

• DESOER , C. A. , and GUSTAFSON , C. L. , 1984 , Algebraic theory of linear multivariable feedback systems . IEEE Transactions on Automatic Control , 29 , 909 – 917 .
   Web of Science ®Google Scholar
• ISERMAN , R. , 1981 , Digital Control Systems ( New York : Springer-Verlag ).
   Google Scholar
• JORDAN , D. , and KORN , J. , 1980 , Deadbeat algorithms for multivariable process . IEEE Transactions on Automatic Control , 25 , 486 – 491 .
   Web of Science ®Google Scholar
• KAILATH , T. , 1980 . Linear Systems ( Englewood Cliffs , NJ : Prentice-Hall ).
   Google Scholar
• KAMEYAMA , M. , NAKAMURA , R. , HUANG , X. Y. , and HIGUCHI , T. , 1987 , Design of time-optimal digital control system with the amplitude limitation of manipulated variable . Transactions of the Society of Instrument and Control Engineers of Japan , 23 , 123 – 128 ( in Japanese ).
   Google Scholar
• TOMIZUKA , M. , AUSLANDER , D. M. , and TAKAHASHI , Y. , 1978 , Simple finite-time settling control and manipulated-variable softening for reverse reaction, overshoot and oscillatory processes . ASME Transactions on Dynamic Systems, Measurement and Control , 100 , 50 – 58 .
   Google Scholar
• VIDYASAGAR , M. , 1985 , Control System Synthesis a Factorization Approach ( Cambridge , Mass : MIT Press ).
   Google Scholar
• ZHAO , Y. , and KIMURA , H. , 1986 , Dead-beat control with robustness . International Journal of Control , 43 , 1427 – 1440 ; 1988 a, Multivariable dead-beat control with robustness. Ibid., 47, 229–225 1988b, Two-degree-of-freedom dead-beat control system with robustness. Ibid., 48, 303–315; 1989, Two-degree-of-freedom dead-beat control system with robustness multivariable case. Ibid., 49, 667–679 .
   Web of Science ®Google Scholar