使用遗传算法的时滞系统识别-第二部分:FOPDT/SOPDT模型近似

Zhenyu Yang, G. T. Seested
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引用次数: 8

摘要

复杂过程系统的一阶加死时间(FOPDT)或二阶加死时间(SOPDT)模型逼近可以通过一种模型约简方法或一种系统辨识方法来实现。本文利用实数编码遗传算法(GA)的辨识方法研究了该模型逼近问题。根据被测系统的输入和输出数据直接确定所需的FOPDT/SOPDT模型。为了评估这种基于遗传算法的方法的质量和性能,将所提方法与两种典型的模型约简方法(即Skogestad的规则和Sung等人的方法)进行了比较。所得结果表明遗传算法在处理数据驱动的时滞系统逼近方面具有很好的性能。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Time-Delay System Identification Using Genetic Algorithm - Part Two: FOPDT/SOPDT Model Approximation
Abstract The First-Order-Plus-Dead-Time (FOPDT) or Second-Order-Plus-Dead-Time (SOPDT) model approximation to a complicated process system can be carried out through either a kind of model reduction approach or a kind of system identification approach. This paper investigates this model approximation problem through an identification approach using the real coded Genetic Algorithm (GA). The desired FOPDT/SOPDT model is directly identified based on the measured system's input and output data. In order to evaluate the quality and performance of this GA-based approach, the proposed method is compared with two typical model reduction methods, namely Skogestad's rules and Sung et al method. The obtained results exhibit a very promising capability of GA in handling the data-driven time-delay system approximation.
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