Abstract

The Padé approximation method, coupled with three powerful dominant pole selection criteria, is introduced for the purpose of application to the high-degree matrix transfer function (which may be derived by the application of the Leverrier algorithm to the MIMO linear time-invariant state-space representation) of the original system and obtaining corresponding adequate reduced-order model(s). The proposed method has been applied successfully to the matrix function (obtained by the application of the Leverrier algorithm) of a lOth-order two-input two-output time-invariant linear model of a practical power system.

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