A recursive conic approximation for solving the optimal power flow problem in bipolar direct current grids

HIGHLIGHTS

  • who: Oscar Danilo Montoya and collaborators from the (GCEM), Facultad Ingenieru00eda, Universidad Distrital Francisco Josu00e9 Caldas, Bogotu00e1, Colombia have published the research work: A Recursive Conic Approximation for Solving the Optimal Power Flow Problem in Bipolar Direct Current Grids, in the Journal: Energies 2023, 16, 1729. of 29/Dec/2022
  • what: The study by_[16] presents the application of a graph-based power flow formulation based on the uppertriangular matrix originally developed for three-phase AC grids, with the aim of solving the power flow problem in bipolar unbalanced DC networks. In this research, a . . .

     

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