POINCARE LINEARIZATION METHOD APPLIED TO THE DESIGN OF NONLINEAR COMPENSATORS

被引:0
作者
KRENER, A
HUBBARD, M
KARAHAN, S
PHELPS, A
MAAG, B
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LECTURE NOTES IN CONTROL AND INFORMATION SCIENCES | 1991年 / 165卷
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TP [自动化技术、计算机技术];
学科分类号
0812 ;
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页码:76 / 114
页数:39
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共 22 条
[1]  
Arnold VI., 1983, GEOMETRICAL METHODS
[2]   CANONICAL FORM OBSERVER DESIGN FOR NON-LINEAR TIME-VARIABLE SYSTEMS [J].
BESTLE, D ;
ZEITZ, M .
INTERNATIONAL JOURNAL OF CONTROL, 1983, 38 (02) :419-431
[3]  
DOYLE FJ, 1990, P AM CONTROL C SAN D
[4]   ROBUSTNESS WITH OBSERVERS [J].
DOYLE, JC ;
STEIN, G .
IEEE TRANSACTIONS ON AUTOMATIC CONTROL, 1979, 24 (04) :607-611
[5]   EXACT NONLINEAR CONTROL OF LARGE-ANGLE ROTATIONAL MANEUVERS [J].
DWYER, TAW .
IEEE TRANSACTIONS ON AUTOMATIC CONTROL, 1984, 29 (09) :769-774
[6]   DESIGN OF NONLINEAR AUTOMATIC FLIGHT CONTROL-SYSTEMS [J].
GARRARD, WL ;
JORDAN, JM .
AUTOMATICA, 1977, 13 (05) :497-505
[7]   ON SYNTHESIS OF SUBOPTIMAL, INERTIA-WHEEL ATTITUDE CONTROL SYSTEMS [J].
GARRARD, WL ;
CLARK, LG .
AUTOMATICA, 1969, 5 (06) :781-&
[8]   ROBUSTNESS OF NONLINEAR STATE FEEDBACK - A SURVEY [J].
GLAD, ST .
AUTOMATICA, 1987, 23 (04) :425-435
[9]  
Gluckenheimer J., 1983, NONLINEAR OSCILLATIO
[10]  
HUNT R, 1981, P INT S MATH THEOR N, P119