Yetkin, Emrullah FatihYetkin,E.F.Ceylan, OğuzhanCeylan,O.Pisica,I.Ozdemir,A.2024-11-152024-11-152024979-835038649-3https://doi.org/10.1109/SEST61601.2024.10694284https://hdl.handle.net/20.500.12469/6718Power distribution networks may need to be switched from one radial configuration to another radial structure, providing better technical and economic benefits. Or, they may also need to switch from a radial configuration to a meshed one and vice-versa due to operational purposes. Thus the detection of the structure of the grid is important as this detection will improve the operational efficiency, provide technical benefits, and optimize economic performance. Accurate detection of the grid structure is needed for effective load flow analysis, which becomes increasingly computationally expensive as the network size increases. To perform a proper load flow analysis, one has to build the distribution load flow (DLF) matrix from scratch cost of which is unavoidable with the growing size of the network. This will considerably increase the computation time when the system size increases, compromising applicability in online implementations. In this study we introduce a novel graph-based model designed to rapidly detect transitions between radial and weakly meshed systems. By leveraging the characteristic properties of Sparse Matrix-Vector product (SpMV) operations, we accelerate power flow calculations without necessitating the complete reconstruction of the DLF matrix. With this approach we aim to reduce the computational costs and to improve the feasibility of near-online implementations. © 2024 IEEE.eninfo:eu-repo/semantics/closedAccessGraph Laplacian matrixpower distribution networkstopology detectionweakly meshed distribution systemsConference Object10.1109/SEST61601.2024.106942842-s2.0-85207648092N/AN/A