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Parameter estimation of an unstable system with a PID controller in a closed loop configuration

机译:闭环组态中带有PID控制器的不稳定系统的参数估计

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An essential part of the auto-tuning control involves parameter estimation of a suitable low order model. Since a common way to control an unstable system is via a PID controller, there is a growing interest in the application of new PID-based algorithms for the identification task. In this light the relative advantages of two recently published methods are investigated. The first method is based on typical data of the reaction curve and the time delay is measured directly from the initial portion of the curve. The second method utilizes a least-squares algorithm to get an equivalent time delay together with the values of the other parameters. Thus, the obtained time delay approximates not only the true delay but also part of the nonlinear and the higher order dynamics. This is an advantage when a PID auto-tuning is sought. Two examples are provided to demonstrate and compare between the results of the methods.
机译:自动调谐控制的重要部分涉及合适的低阶模型的参数估计。由于控制不稳定系统的常用方法是通过PID控制器,因此人们越来越需要将新的基于PID的算法用于识别任务。有鉴于此,研究了两种最新发表的方法的相对优势。第一种方法基于反应曲线的典型数据,并且从曲线的初始部分直接测量时间延迟。第二种方法利用最小二乘算法来获得等效的时间延迟以及其他参数的值。因此,获得的时间延迟不仅近似于真实延迟,而且近似于非线性和高阶动力学的一部分。当寻求PID自动调节时,这是一个优势。提供了两个示例,以演示和比较方法的结果。

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