This paper presents a mathematical model of the problem of the planning of systems of electrical distribution which considers the location and sizing of new feeders and substations, and the reconductorazing of existing feeders. The mathematical model used is of the type Lineal Mixed Integer Programming (LMIP) and to solve it, an algorithm of Branch and Bound is used. In order to test the proposed algorithm, the electrical system of the city of Pereira is used. [ABSTRACT FROM AUTHOR]
Ramón Alfonso Gallego, Mauricio Granada, and Ricardo A. Hincapie
Subjects
distribution system, Physics, History, optimización combinatorial, Polymers and Plastics, sistema de distribución. Branch and Bound, linear programming, Industrial and Manufacturing Engineering, Distribution system, lcsh:TA1-2040, Branch and Bound, combinatorial optimization, Business and International Management, lcsh:Engineering (General). Civil engineering (General), Humanities, programación lineal
Abstract
Este trabajo presenta un modelo matemático del problema del planeamiento de sistemas de distribución de energía eléctrica, el cual considera la ubicación y dimensionamiento de nuevas subestaciones y alimentadores, y la reconductorización de alimentadores existentes. El modelo matemático empleado es del tipo Lineal Entero Mixto (PLEM) y para su solución se emplea un algoritmo de Branch and Bound. Para comprobar el algoritmo propuesto se emplea el sistema eléctrico de la ciudad de Pereira./ This paper presents a mathematical model of the problem of the planning of systems of electrical distribution which considers the location and sizing of new feeders and substations, and the reconductorazing of existing feeders. The mathematical model used is of the type Lineal Mixed Integer Programming (LMIP) and to solve it, an algorithm of Branch and Bound is used. In order to test the proposed algorithm, the electrical system of the city of Pereira is used.
Published
2008
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