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一种PID控制器参数的鲁棒整定方法
引用本文:陈庄金.一种PID控制器参数的鲁棒整定方法[J].福州大学学报(自然科学版),1999,27(2):73-43.
作者姓名:陈庄金
作者单位:福州大学机械工程系!福州,350002
摘    要:在总结某些PID控制器经典整定经验和控制模型优化的基础上,提出一种简单的与规范化的PID参数整定新方法,其规律称为4个1/4规划,即PID控制器的参数分别为Kp=(1/4)G(c)-1,T1=Td=(1/4)T1,结果使闭环系统呈1/4衰减振荡.系统的操作频率ω1可由被控对象模型G(s)=K0/(TS+1)n"确定,即w1=(1/T)tan[(180°+d)/n],其整定结果由仿真加以证实.

关 键 词:PID控制器  参数整定  衰减振荡  鲁棒控制

A New Robust Tuning Parameter Methodfor the PID Controller
Chen Zhuangjin.A New Robust Tuning Parameter Methodfor the PID Controller[J].Journal of Fuzhou University(Natural Science Edition),1999,27(2):73-43.
Authors:Chen Zhuangjin
Institution:Chen Zhuangjin(Department of Mechanical Engineering, Fuzhou University, Fuzhou, 350002)
Abstract:Based on the summation of some classical tuning PID controller experience andcontrol model optimization. A simple, standardized and new method for tuning PID controller are presented. The tuning rule is called four-one fourth rule, i.e. the parameter areseparately K_p = (1 / 4)l G(w1)-1, T_i = Td = (1 / 4)T1. The result is 1 / 4 dampingoscillation of the closed system. The system operational frequency w1 can be determined bythe controlled plant model G(s) = K0 / (TS + 1)", i.e. w1 = (1 / T)tan(180 + d) / n].The tuning result is shown by system simulation.
Keywords:PID controller  parameter tuning  damping oscillation  rubost control  
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