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A new PID controller uning method based on multiple integrations

机译:一种基于多重积分的PID控制器新方法

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摘要

The magnitude optimum (MO) technique provides a non-oscillatory closed-loop response for a large class of process models. However, this technique is based on a transfer function model that requires precise process identification and extensive computations. In the present paper, it is shown that a close relation exists between multiple integrations of the process step response and the MO criterion. Due to this relation, the MO criterion can be more simply achieved. Some practical guidelines for performing mutliple integrations and for re-tuning controller parameters are also given.
机译:幅度最佳(MO)技术为一大类过程模型提供了非振荡的闭环响应。但是,该技术基于传递函数模型,该传递函数模型需要精确的过程标识和大量的计算。在本文中,表明在过程步骤响应和MO准则的多次积分之间存在紧密的关系。由于这种关系,可以更简单地实现MO准则。还提供了一些实用的准则,用于执行多重积分和重新调整控制器参数。

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