Fluxo de potencia otimo parametrico

AUTOR(ES)
DATA DE PUBLICAÇÃO

2000

RESUMO

The aim of this work is to present a parametric method for the resolution of the Optimal Power Flow (OPF) problem applied to large scale power systems. This research work on parametric optimization applied to OPF was developed at UNICAMP and at McGiII University, in Montreal, Canada. The parametric approach consists of relaxing the original problem (OPF) by incorporating parametric terms to the objective function and to the equality and inequality constraints leading to a relaxed problem (Parametric Optimal Power Flow ­POPF). The relaxation of the OPF assures that any arbitrary initial solution be the optimal solution of the relaxed OPF, even if this initial solution is feasible or not for the original problem. After a parameter change, a family of parametric problems is resolved by the Newton-Raphson method, whose solutions form a path from the relaxed problem up to the solution of the original problem. An efficient strategy was studied for the determination of the set of active inequality constraints for each parametric problem. The method was tested for two versions of the Brazilian South-Southeast power system, one containing 810 buses and another 2256 buses in which the South-Southeast to North-Northeast interconnection is represented. Problems concerned with minimization of generation costs, active losses and voltage profile were considered. The results showed that the parametric approach is a robust and efficient technique for the resolution of OPF problems for large scale power systems

ASSUNTO(S)

metodo otimização matematica sistemas de energia eletrica - controle newton-raphson energia eletrica - transmissão

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