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首页> 外文期刊>IEEE Transactions on Control Systems Technology >Performance and gain and phase margins of well-known PI tuning formulas
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Performance and gain and phase margins of well-known PI tuning formulas

机译:著名PI调整公式的性能以及增益和相位裕度

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摘要

The performance and robustness of well-known proportional-integral formulas are discussed. Tuning formulas that optimize load disturbance response have gain and phase margins that are smaller than those that optimize for setpoint response. Tuning formulas that optimize setpoint response mostly make use of the PI controller zero to cancel the process pole. They typically have a gain margin of three and a phase margin of 60 degrees. The Ziegler-Nichols tuning formula gives phase margin that varies greatly. Hence its performance varies greatly too. Approximate analytical formulas to compute gain margin and phase margin are also derived in this paper to facilitate online computation which could be particularly useful for implementing adaptive control or auto-tuning.
机译:讨论了众所周知的比例积分公式的性能和鲁棒性。优化负载扰动响应的调整公式的增益和相位裕量小于针对设定点响应进行优化的增益和相位裕量。优化设定值响应的调整公式主要利用PI控制器零来消除过程极点。它们通常具有3的增益裕度和60度的相位裕度。 Ziegler-Nichols调整公式给出的相位裕度变化很大。因此,它的性能也大不相同。本文还推导了用于计算增益裕度和相位裕度的近似分析公式,以方便进行在线计算,这对于实现自适应控制或自动调谐特别有用。

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