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An improved relay auto tuning of PID controllers for unstable FOPTD systems

机译:用于不稳定FOPTD系统的PID控制器的改进的继电器自动调整

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摘要

Using a single symmetric relay feedback test,a method is proposed to identify all the three parameters of a first order plus time delay(FOPTD)unstable model.It is found by simulation that,the relay autotune method gives -23% error in the calculation of kappa_u,when D/z=0.6.In the present work,a method is proposed,by incorporating the higher order harmonics to explain the error in the kappa_u calculation.A method is proposed to estimate all the parameters of an unstable FOPTD system.Two simulation results are given on unstable first and second order plus time delay transfer function models.The estimated model parameters of the unstable FOPTD model are compared with the methods of Majhi,S.& Atherton,D.P.[(2000).Online tuning of controllers for an unstable FOPTD process.IEE Proceedings Control Theory Applications,147(4),421-427] and the Thyagarajan,T.,& Yu,C.C.[(2003).Improved autotuning using the shape factor from relay feedback,Industrial engineering Chemistry Research,42,4425-4440] PID controllers are designed for the identified model and for the actual system.The proposed method gives performance close to that of the actual system.For a second order plus time delay system,the latter two methods fail to identify the FOPTD model.Simulation results are also given for a nonlinear bioreactor system.The PID controller designed on the model identified by the proposed method gives a performance close to that of the controller designed on the locally linearized model.
机译:通过一次对称的继电器反馈测试,提出了一种识别一阶加时滞(FOPTD)不稳定模型的所有三个参数的方法。通过仿真发现,继电器自动调谐方法在计算中会产生-23%的误差。当D / z = 0.6时,kappa_u的常数为零。在本工作中,提出了一种方法,通过结合高次谐波来解释kappa_u计算中的误差。提出了一种方法来估计不稳定FOPTD系统的所有参数。在不稳定的一阶和二阶加时滞传递函数模型上给出了两个仿真结果。将不稳定的FOPTD模型的估计模型参数与Majhi,S。&Atherton,DP [(2000))的方法进行了比较。一个不稳定的FOPTD过程。IEE程序控制理论应用,147(4),421-427]和Thyagarajan,T。,&Yu,CC [(2003)。使用来自继电器反馈的形状因子改进了自动调谐,工业工程化学Research,42,4425-4440] PID针对所识别的模型和实际系统设计了控制器。所提出的方法使性能接近于实际系统。对于二阶加时滞系统,后两种方法无法识别FOPTD模型。仿真结果也在所提出的方法所识别的模型上设计的PID控制器的性能接近于在局部线性化模型上设计的控制器的性能。

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