Title Application of Max Flow- Min Cut Theory To Find The Best Placement Of Electronic-based DC-PFCs For Enhancing Static Security In MT-HVDC Meshed Grids
Authors Pourmirasghariyan M. , Milimonfared J. , Yazdi S.S.H. , Biglo A.H.A. , ROUZBEHI, KUMARS
External publication No
Means Int. Conf. Electr. Eng., ICEE
Scope Conference Paper
Nature Científica
Web https://www.scopus.com/inward/record.uri?eid=2-s2.0-85135685069&doi=10.1109%2fICEE55646.2022.9827114&partnerID=40&md5=cde4ad78328c394bd57e01f66bc70ea0
Publication date 01/01/2022
Scopus Id 2-s2.0-85135685069
DOI 10.1109/ICEE55646.2022.9827114
Abstract This paper proposes an approach for selecting an optimal placement and control variable setting by finding the worst contingencies for the recently proposed Interline Direct Current Power Flow Controller (IDC-PFC) in MultiTerminal High-Voltage DC (MT-HVDC) Grids based on Max Flow- Min Cut Theory. It is for Optimal PFCs\' placements that purposes to optimize the maximum capacities of the transmission grid. Optimal settings for finding the most critical HVDC lines in a meshed grid and deciding where to place the PFC afterward. The controllable Voltage Source Converters (VSC)s are computed by applying a sequential quadratic programming solver in MatLab to the developed security-based DC optimal power flow problem including several corrective constraints. © 2022 IEEE.
Keywords Electric power system control; Electric power transmission networks; HVDC power transmission; MATLAB; Power control; Quadratic programming; Congestion; Control variable; DC-PFC; Max-flow min-cut; Mult
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