线性系统阶跃响应辨识法

Identifying Linear System by Graphical Analysis of Their Step Responses

  • 摘要: 本文给出由阶跃响应曲线求八种调节对象传递函数的方法.传递函数Ws)=K/(1+TsnK/(1+T2s)(1+T1snK(1+aTs)/(1+TSn+1K(1-aTs)/(1+Tsn+1KTs/(1+Tsn、1/Tas(1+Tas)、1/Tas-K/(1+Tas)、K/(T2s2+2ξTs+1)的所有参数都可借助一些标准的曲线和图表近似地求出来.文中还给出二个专用的反变换表,可方便地给出几种传递函数的阶跃响应曲线,便于检查试验曲线和从相应的传递函数中求出的曲线之间的误差,从而进行必要的修正.

     

    Abstract: Eight Transfer functions of the object to be controlled are derived from graphical analysis of the step response curves.The Eight transfer functions are:Ws)=K/(1+TsnK/(1+T2s)(1+T1snK(1+aTs)/(1+TSn+1K(1-aTs)/(1+Tsn+1KTs/(1+Tsn、1/Tas(1+Tas)、1/Tas-K/(1+Tas)、K/(T2s2+2ξTs+1).Two special purpose inverse conversion tables are given for establishing the response curves of the corresponding transfer functions calculating the error between test curves and those ones derived from the transfer function,and then effecting neccesary alternations.

     

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