Anderson Corollary Based on New Approximation Method for Continuous Interval Systems

In this research, a new technique is developed for reducing the order of high-order continuous interval systems. The model denominator derived using Anderson corollary and Routh table. Numerator by matching formulated Markov parameters (MPs) time moments (TMs). Distinctive features proposed approach are: (i) New simpler expressions MPs TMs; (ii) Retaining not only TMs but also while deriving model; (iii) Minimizing computational complexity preserving essential characteristics system; (iv) Ensuring to produce stable (v) No need invert system transfer function obtaining MPs; (vi) solve set complex equations model. Two single-input-single-output test cases are considered illustrate technique. Comparative analysis presented based on results obtained. simplicity effectiveness established from simulation outcomes achieved.