Métodos de estimação fasorial na presença de decaimento cc exponencial e inter-harmônicos

Abstract

This thesis proposes two methods to estimate the phasor of the fundamental frequency component. The first one estimates the phasor in the presence of harmonic, decaying DC, and noise. The second one estimates the phasor in the presence of harmonics, inter-har-monics, time-varying inter-harmonics, decaying DC, and noise. All the signal compo-nents to be used are modeled and divided in two groups (general components and extra componentes) to better understand the proposed methods. The existing estimation algo-rithms in the literature are studied and described. Two algorithms are chosen as part of the new propositions: DFT and its variations and subspaces methods. The first method synthesizes and implements a DTFT window to eliminate the fundamental frequency and harmonic components of the signal. The result is used to estimate the influence of the decaying DC in the fundamental frequency component. This influence is subtracted from a phasor estimation via DFT in order to get the correct fundamental component. The second method has the same structure, however uses a subspace method for computing the frequency and time constant of the extra components. This combination creates a new algorithm named DTFT ESPRIT. From the new variable computing, the method is able to estimate the fundamental frequency component in the presence of different types of components as well as harmonics, decaying DC, and noise: inter-harmonics and time-varying inter-harmonics.