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The Sine Wave Tuning method: Robust PID controller design in the frequency domain

机译:正弦波调整方法:频域中的鲁棒PID控制器设计

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The paper presents a novel robust PID controller design method for nominal performance specified in terms of maximum overshoot and settling time. The PID controller design provides guaranteed gain margin G M . The parameter of the tuning rules is a suitably chosen point of the plant frequency response obtained by a sine-wave signal with excitation frequency ω n . Then, the designed controller moves this point into the phase crossover with the required gain margin G M . The couple ( ω n ; G M ) is specified with respect to closed-loop performance requirements in terms of η max (maximum overshoot) and t s (settling time) according to developed parabolic dependences. The new approach has been verified on a vast batch of benchmark examples; subsequently, the developed algorithm has been extended to robust PID controller design for plants with unstable zero and unstructured uncertainties.
机译:本文提出了一种针对标称性能的新型鲁棒PID PID设计方法,该方法以最大过冲和稳定时间指定。 PID控制器设计提供了有保证的增益裕度G M。的整定规则的参数是通过用激发频率ωn中的正弦波信号中获得的植物的频率响应的一个适当选择的点。然后,设计的控制器将此点移到具有所需增益裕度G M的相位交叉中。相对于闭环性能要求,根据已开发的抛物线相关性,根据ηmax(最大过冲)和t s(建立时间)来指定耦合(ωn; G M)。新方法已在大量基准示例中得到验证;随后,已开发的算法已扩展到鲁棒的PID控制器设计,用于具有不稳定零和非结构不确定性的工厂。

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