控制系统设计中的模型降阶与逼近分析

Mohit Garg
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引用次数: 3

摘要

动态系统大多是复杂的、时变的、高阶的。本文提出了一种用于复杂高阶动态系统降阶的模型降阶方案。提出了基于修正极点聚类和系数匹配技术的高阶系统传递函数约简方案。本文所做的努力是降低给定传递函数的阶数,并基本上保留原始传递函数的所有有用特征。本文还介绍和分析了用于模型降维的其他一些技术。最后通过一个实例说明了所提出的用于动态系统分析与控制的模型降阶方法。将该方法与其它降阶方法进行了比较,并给出了结论。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Model order reduction and approximation analysis for control system design
Dynamic systems are mostly complex, time-varying and of higher order. This paper presents model order reduction scheme used for the order reduction of complex, higher order dynamic systems. The proposed scheme for reduction of higher order system transfer function is based on modified-pole clustering and coefficient matching technique. The efforts has been made in this paper to decrease the order of the given transfer function and essentially preserving all the useful characteristics of the original transfer function using the proposed scheme. Some other techniques used for the reduction of model dimension are also described and analyzed. An example has been included to illustrate the proposed method of model order reduction for analysis and control of a dynamic system. The present method is compared with other order reduction method and concluding remarks are presented.
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