Model Order Reduction Using Arithmetic Optimization Algorithm

This paper works on a new method i.e., Arithmetic Optimization Algorithm (AOA) for reducing the higher order linear time invariant (LTI) complex system to reduced order system by retaining their original state of the system. Here we have used Routh Array Criterion for reducing the denominator and AOA used for reducing the numerator. The analysis of parameters was conducted to examine the dynamic behavior of a system and identify any improvements in Integral Square Error (ISE), when compared with additional previous techniques, current method's Integral Square Error is slightly lower.