A recursive power flow method for radial distribution networks: Analysis, solvability and convergence
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文摘
A recursive power flow method for radial distribution networks has been introduced. 4 constant matrixes describe the overall distribution network that is calculated using graph theory. The proposed recursive power flow method directly solves the load flow using the 4 constant matrixes. Solvability and convergence of this recursive power flow method have been proofed mathematically. Promising results from different case studies are reported.
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