Analysis of model order reduction based on Mikhailov criterion

Prodigious applications concerning control processes utilize vigorous systems for simulation purpose. The burgeoning requirements for further precise and broad depiction of reasonable phenomena lead to higher order vital systems which intern entails an increased computational effort. Hence, an approximation in terms of Reduced Order Model of these extensive systems becomes essential for a cost efficient simulation. This paper presents a new model algorithm for order reduction, which is based on proposed Mikhailov criterion. The efficacy of the new order reduction algorithm is demonstrated by truncating higher-order SISO an Automatic Voltage Regulator system. The simulation grades show the suitability of the projected algorithm.