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摄动法确定控制系统动态参数研究
引用本文:薛国新,史国栋,王其红,刘永强,张奕. 摄动法确定控制系统动态参数研究[J]. 系统工程与电子技术, 2001, 23(4): 67-68
作者姓名:薛国新  史国栋  王其红  刘永强  张奕
作者单位:1. 江苏石油化工学院计算机系,
2. 江苏石油化工学院计算机系,常州 213016
3. 淮海工学院,
4. 常州建设银行,
摘    要:控制系统的动态参数对于进行准确的系统建模有着至关重要的意义,其常用方法是实验测试法和闭环曲线法。为寻求较优的方法,国内外学者在这方面进行了大量的研究工作,但尚存在不足之处。主要问题是,当系统的特性连续地发生变化时,如何使用一种较为简便的方法,根据已有的测试数据和计算数据得到变化后的系统参数,而不是使用完全重新确定的方法。在详细分析一种典型的闭环衰减曲线法的基础上,提出将摄动法用于系统特性发生变化时的参数确定中。试验表明,该摄动法能减少工作量,结果可靠。

关 键 词:控制系统       摄动理论       模型设计
文章编号:1001-506X(2001)04-0067-02
修稿时间:2000-03-05

Study on the Determinationof Dynamic Parameters of Control Systems With the Perturbation Method
Xue Guoxin,Shi Guodong,WANG Qihong,Liu Yongqiang,Zhang Yi. Study on the Determinationof Dynamic Parameters of Control Systems With the Perturbation Method[J]. System Engineering and Electronics, 2001, 23(4): 67-68
Authors:Xue Guoxin  Shi Guodong  WANG Qihong  Liu Yongqiang  Zhang Yi
Affiliation:Xue Guoxin Shi Guodong Wang Qihong Department of Computer,Jiangsu Institute of Petrochemical Technology,Changzhou 213016 Liu Yongqiang Zhang Yi Huaihai Institute of Technology,Lianyungang 222002 C
Abstract:The determination of dynamic parameters of control systems has a critical meaning to the accurate system modeling. The common methods used for this kind of problem are experimental testing methods and closed-loop damping curve methods. Researchers of overseas and domestic have done a lot of works for finding parameters determination methods, but there are still a lot of shortcomings. One problem is that when a control system changes continuously, how to determine its dynamic parameters with a simple method which is based on the existing test data and calculation data rather than renew test or calculation completely. On the basis of analyzing a typical closed-loop damping curve method, this paper proposes a perturbation method used to determine the parameters of a system when its behavior changes continuously. It shows that the method can reduce the test and calculation works greatly, and its results are reliable.;
Keywords:Control system Perturbation theory Model design
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