Heuristic investigation on two step model order reduction technique

S. Jha, Aditya Kumar Sharma
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Abstract

The authors deliver the comparative study between the directly reduced systems and step wise reduced systems. In this paper reduced order model corresponding to a higher order model, say T, in two steps using HSIA's method has been found. This method is very simple and gave stable reduced order system corresponding to the stable original system. This method is used twice to find the final reduced order system. First an intermediate lower order system, is found and then the final lower order system, say system T1, is obtained in a two step manner. Another reduced order model is obtained directly without any intermediate steps from higher order system to desired reduced order, say T2. A comparison is presented between the responses of reduced models T1, T2 and the response of the original system, T. The comparison of the responses is illustrated with an example which vindicates that the response corresponding to, T1 is more closer to the response of the original system, T than that corresponding to T2.
两步模型降阶技术的启发式研究
作者对直接约简系统和步进约简系统进行了比较研究。本文利用HSIA的方法分两步找到了对应于高阶模型T的降阶模型。该方法非常简单,并给出了稳定的降阶系统对应于稳定的原系统。该方法被使用了两次,以找到最终的降阶系统。首先找到一个中间的低阶系统,然后用两步的方法得到最终的低阶系统,比如系统T1。另一种降阶模型是直接得到的,没有任何中间步骤,从高阶系统到期望的降阶,比如T2。将简化模型T1、T2的响应与原系统T的响应进行了比较,并通过一个算例说明了T1对应的响应比T2对应的响应更接近原系统T的响应。
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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