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Currently, the mature and suitable method in graph theory is the max flow algorithm proposed by Ford and Fulkerson.
The max flow algorithm cleverly transfers the minimum cut problem into a max flow problem, with low computational complexity.
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Employ the improved Dinic max-flow algorithm to solve SOSB.
Open image in new window Fig. 4 Improved Dinic max-flow algorithm.
In the second stage, the active power flow disruption is regarded as the objective function, and the SOSB is obtained based on the improved Dinic max-flow algorithm.
After the fault happens, we can trip the boundary transmission lines that have been obtained by our Dinic max-flow algorithm.
After the fault happens, we can trip the boundary transmission lines (red dashed lines in Fig. 7e) obtained by our Dinic max-flow algorithm.
Formulations are developed to detect weak segments of the PT network, and the max-flow algorithm is utilized to find out the locations of the bottlenecks within this network.
Consequently, when any generator in the two coherent generator groups satisfies the max-flow algorithm requirements, source point s and sink point t in the algorithm can be adopted to solve the max flow.
6) Select respectively a generator in two different groups of V 1, V 2 as the source point s and the sink point t. 7) Employ the improved Dinic max-flow algorithm to solve SOSB.
After the most short-path spanning tree in the coherent generator groups is determined, we calculate the tree with the improved Dinic max-flow algorithm according to the solving steps.
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