Computation of the Steady-State Solution of Nonlinear Power Systems by Extrapolation to the Limit Cycle Using a Discrete Exponential Expansion Method

Abstract

This contribution introduces an efficient methodology for the fast periodic steady state solution of nonlinear power networks. It is based on the application of the Poincaré map to extrapolate the solution to the limit cycle through a Newton method based on a Discrete Exponential Expansion (DEE) procedure. The efficiency of the proposed DEE method is… (More)

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