Gao Long, Wang Youyi. The LQ-Design Method for the Strong Disturbance Resistibility of D.C.Speed Control Systems[J]. INFORMATION AND CONTROL, 1985, 14(1): 22-27.
Citation: Gao Long, Wang Youyi. The LQ-Design Method for the Strong Disturbance Resistibility of D.C.Speed Control Systems[J]. INFORMATION AND CONTROL, 1985, 14(1): 22-27.

The LQ-Design Method for the Strong Disturbance Resistibility of D.C.Speed Control Systems

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  • Received Date: March 07, 1984
  • Published Date: February 19, 1985
  • In this paper,a technique for the improvement of the dynamic disturbance rejection of D.C.speed control systems is discussed.The proposed new compensator transient compensator can strengthen the dynamic disturbance rejection effectively when some physical constraints in amplitude are imposed on the feedback gain coefficients.An Inverse Linear Quadratic design method is introduced and the digital simulation results of the system disturbance rejection response is given.
  • [1]
    高龙,熊光楞,梁德全,LQSF技术在直流调速系统中的应用,电气传动,1988, No 4, pp10-19,
    [2]
    Kalman,R,E When rs a Linear Control System Optimal?,Trans, ASME,Ser, D:J, Aasic Eng,,Vo186, 1964, March, pp,51-60,
    [3]
    Davison, E, J,,and A, Goldenberg, Robust Contol of a General Servomechanism Problem:The Servo Conpensaton, Automatica Vol,11, 1975, pp461-471.
    [4]
    高龙,熊光楞,梁德全,状态观测器在调速系统中的应用,清华大学学报,第20卷第9期,1980,pp,88-46.
    [5]
    Gao Long, Xiong Guangleng,Chea Wende and Liang Degurn,'A‘New Structure of State Obsenvers and Its Application, Proceedings of the 1FAC 8th World Congress, 1981,
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