An implementation of parallel power flow calculation based on graph partitioning algorithm
Wenkai Zhao, Xinyan Fang, Dong Xu, Yuan Bi, Ying Wu
Abstract
Wenkai Zhao, Xinyan Fang, Dong Xu, Yuan Bi, Ying Wu
Abstract
In coarse-grained parallelism, it is effective to partition the network into Bordered Block Diagonal Form (BBDF) before subsequent parallel computation. An implementation of parallel power flow calculation based on a novel graph partitioning algorithm, which transforms the admittance matrix into nested BBDF (NBBDF), is presented in this paper. In order to avoid excessive fill-ins during Gaussian elimination, a vertex ordering scheme is discussed. Distributed file storage combined with task scheduling is proposed for improving parallel efficiency. Testing results for grids with up to 5317 buses indicate that this proposed method is able to bring superlinearity into parallel power flow calculation for large-scale power systems.
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In coarse-grained parallelism, it is effective to partition the network into Bordered Block Diagonal Form (BBDF) before subsequent parallel computation. An implementation of parallel power flow calculation based on a novel graph partitioning algorithm, which transforms the admittance matrix into nested BBDF (NBBDF), is presented in this paper. In order to avoid excessive fill-ins during Gaussian elimination, a vertex ordering scheme is discussed. Distributed file storage combined with task scheduling is proposed for improving parallel efficiency. Testing results for grids with up to 5317 buses indicate that this proposed method is able to bring superlinearity into parallel power flow calculation for large-scale power systems.
Key concepts: Computer science, Parallel computing, Gaussian elimination, Computation, Diagonal, Algorithm, Partition (number theory), Power flow