조정파라미터 공간에서의 제어계 동작점과 안정성에 관한 연구

STUDY ON THE OPERATING CONDITION AND STABILITY OF CONTROL SYSTEM IN THE SPACE OF ADJUSTING PARAMETERS

  • 발행 : 2000.07.01

초록

The states of control loops in existing actual systems are changed according to time varying conditions of controllest process and other system components. Adjusting control parameters properly at site which is performed generally by Ziegler & Nichols mthod is important for safe and efficient operation, but the method may require much time to adjust and not easy to inexperienced engineers. This study is aimed to propose more handy method to adjust control parameters by plotting operating conditions on the space of adjusting parameters. One loop of model control system without perturbation condition has been adopted and its stability limit was plotted on the coordinates of Gain and Integral time which was acquired after analyzing Nyquist diagrams and time domain responses. The result showed that the sets of adjusting parameters according to critical stability and proper stability could be acquired reasonably through both responses and the curves on parameter space revealed available patterns for the purpose of easy maintenance of control characteristics.

키워드

참고문헌

  1. Trans. ASME v.64 no.8 Optimum Settings for Automatic Controllers J.G. Ziegler;N.B. Nichols
  2. SICE Tans.(Japanese) v.23 no.3 An Improved Ultimate Sensitivity Method and PID ; I-PD Control Characteristics Ryuichi Kuwata
  3. SICE Trans.(Japanese) v.23 no.9 Optimal Parameters of Two-Degrees of Freedom PID Control Systems Hidefumi Taguchi;Masateru Doi;Mitsuhiko Araki
  4. IEEE Trans. Automatic Control v.31 no.3 Self-Tuning PID Controllers Algorithms and Implementation P.J. Gawthrop
  5. Proceedings of SICE '89 v.ES15 no.1 A Construction of Self-Tuning PID Control Algorithm and Its Applications T. Yamamoto;S.Omatu;H. Ishihara
  6. SICE Trans.(Japanese) v.27 no.6 Parameter Space Design for $H_{\infty}$ Control Yyou Kondo;Shinji Hara;Takuji Kaneko
  7. SICE Trans.(Japanese) v.32 no.12 Parameter Space Design Method of PID Controller for Robust Sensitivity Minimization Problem Masami Saeki;Daii Hirayama