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首页> 外文期刊>Control Systems Technology, IEEE Transactions on >PID Tuning for Optimal Closed-Loop Performance With Specified Gain and Phase Margins
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PID Tuning for Optimal Closed-Loop Performance With Specified Gain and Phase Margins

机译:具有指定增益和相位裕度的PID调节以实现最佳闭环性能

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摘要

A new robust proportional-integrative-derivative (PID) tuning method based on nonlinear optimization is developed. The closed-loop bandwidth is maximized for specified gain and phase margins (GPM) with constraint on overshoot ratio, so that criteria of closed-loop performance and robustness are both satisfied. The equations of open-loop amplitude ratio and phase change are derived based on frequency analysis for the first-order plus time delay system with a PID controller in parallel form. The equation of closed-loop amplitude ratio is also explicitly given. The formulated optimization problem from the tuning method based on GPM with constraint on closed-loop amplitude ratio is further given. The method is demonstrated in simulation examples and compared with previous work on this topic.
机译:提出了一种基于非线性优化的鲁棒比例积分微分(PID)整定方法。对于指定的增益和相位裕量(GPM),在过冲比的限制下,闭环带宽被最大化,因此,闭环性能和鲁棒性均得到满足。基于具有并行形式的PID控制器的一阶加时滞系统的频率分析,得出开环振幅比和相位变化方程。还明确给出了闭环振幅比方程。进一步给出了基于闭环振幅比约束的基于GPM的整定方法的优化问题。在仿真示例中演示了该方法,并与该主题的先前工作进行了比较。

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