Modelagem do elo de corrente contínua para análise harmônica utilizando o método de injeção de correntes trifásico harmônico com solução iterativa

Abstract

This dissertation presents the development of a new mathematic methodology to simulate and to analyze DC networks integrated to AC power systems. The proposed methodology is developed in frequency domain and it is based on three-phase harmonic current injection equations structured in a Newton-Raphson unified matrix system. This scheme allows the complete and explicit representation of integrated DC and AC systems, as well as the modeling of power converters non-linear characteristics. The agility and robustness in computational simulation using the proposed model are guaranteed by sparse and memory management techniques. The developed methodology presents an efficient harmonic simulation tool that overcomes the limitations of existing methods for integrated AC/DC systems simulation. The proposed model can simulate HVDC system of high complexity such as the ones based on 12-pulses converters and used to interconnect unbalanced and asynchronous AC networks. The validation is accomplished by comparative simulations between the developed methodology in frequency domain against the ATP (Alternative Transients Program) in time domain.