Control of a Thermal Airflow Process - Part I: System Identification

Sidney Viana
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引用次数: 1

Abstract

This article was motivated from a practical work on modeling and control of a time-delayed thermal airflow process using adaptive techniques. The work was divided into two parts: (I) the modeling of the process using system identification methods, with main concerns to the numerical robustness of the identification, and (II) the digital control of the process using adaptive self-tuning control, with main concerns to the adaptation of the controller to changes in the process dynamics. This article presents the first part of the work. The thermal airflow system was represented by an ARMAX model, whose parameters were identified using the Recursive Least Squares method, based on two approaches: the Matrix Inversion Lemma, and the Bierman’s UD Factorization. The results obtained show that the last approach has greater numerical robustness and is more suitable for applications of adaptive control – the second part of the work, described in a separate article.
热气流过程的控制。第1部分:系统识别
本文的灵感来自于使用自适应技术对时滞热气流过程进行建模和控制的实际工作。这项工作分为两部分:(I)使用系统识别方法对过程进行建模,主要关注识别的数值鲁棒性;(II)使用自适应自整定控制对过程进行数字控制,主要关注控制器对过程动力学变化的适应。本文介绍了这项工作的第一部分。基于矩阵反演引理和Bierman’s UD分解两种方法,采用递推最小二乘法对热气流系统参数进行辨识。得到的结果表明,最后一种方法具有更强的数值鲁棒性,更适合自适应控制的应用-工作的第二部分,在另一篇文章中描述。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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