ZHANG Lin, WU Qi. THE LOW ORDER APPROXIMATION OF DOMINANT EIGENVECTOR ALIGNMENT ROBUST CONTROLLERS IN 2-DIMENSION SYSTEMSJ. INFORMATION AND CONTROL, 1992, 21(6): 332-337.
Citation:
ZHANG Lin, WU Qi. THE LOW ORDER APPROXIMATION OF DOMINANT EIGENVECTOR ALIGNMENT ROBUST CONTROLLERS IN 2-DIMENSION SYSTEMSJ. INFORMATION AND CONTROL, 1992, 21(6): 332-337.
ZHANG Lin, WU Qi. THE LOW ORDER APPROXIMATION OF DOMINANT EIGENVECTOR ALIGNMENT ROBUST CONTROLLERS IN 2-DIMENSION SYSTEMSJ. INFORMATION AND CONTROL, 1992, 21(6): 332-337.
Citation:
ZHANG Lin, WU Qi. THE LOW ORDER APPROXIMATION OF DOMINANT EIGENVECTOR ALIGNMENT ROBUST CONTROLLERS IN 2-DIMENSION SYSTEMSJ. INFORMATION AND CONTROL, 1992, 21(6): 332-337.
THE LOW ORDER APPROXIMATION OF DOMINANT EIGENVECTOR ALIGNMENT ROBUST CONTROLLERS IN 2-DIMENSION SYSTEMS
This paper realizes the low order dominant eigenvector alignment robust controllers to 2-dimension systems. The authors develop two methods which are used to approximate the high order functions to the low order rational functions.
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