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非线性模型经P控制后的奇异性分析*
引用本文:陈良恒,曹蔚.非线性模型经P控制后的奇异性分析*[J].控制理论与应用,1989,6(1):22-28.
作者姓名:陈良恒  曹蔚
作者单位:华东化工学院联合化学反应工厂研究所 上海 (陈良恒),华东化工学院联合化学反应工厂研究所 上海(曹蔚)
摘    要:对于一类开环具有三个定态的非线性系统,应用三阶台劳级数近似表达式足以揭示经P控制后的闭环系统的奇异特性。特别当设定点是拐点时,闭环系统的定态解分支呈音叉型分枝特性。此方法能减少计算工作量,亦能揭示设定的误差所引起闭环系统定态解分枝的分裂现象。这样的简化模型有利于反应器的设计和调节。

关 键 词:非线性系统  音叉型分枝  奇导性理论
收稿时间:1987/8/27 0:00:00
修稿时间:1988/5/10 0:00:00

Singularity Characteristics of a Nonlinear System Under Conventional P Control
Chen Liangheng,Cao Wei.Singularity Characteristics of a Nonlinear System Under Conventional P Control[J].Control Theory & Applications,1989,6(1):22-28.
Authors:Chen Liangheng  Cao Wei
Affiliation:East China University of Chemical Technology UNILAB Research Center of Chemical Reaction Engineering
Abstract:For a nonlinear system with three steady states, the third order Taylor expansion of original system is enough to reveal closed-loop singularity under P control. If setpoint has inflection point characteristics during open-loop operation, pitch fork singularity can be viewed during closed-loop operation. Moreover, set-point error results in splitting phenomenon in closed-loop system. The technique and all the results in this paper are beneficial to controller design and regulation.
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