期刊
IET GENERATION TRANSMISSION & DISTRIBUTION
卷 10, 期 14, 页码 3654-3662出版社
INST ENGINEERING TECHNOLOGY-IET
DOI: 10.1049/iet-gtd.2016.0547
关键词
load flow; approximation theory; iterative methods; optimal power flow; linear approximation; power flow equations; current optimal power flow problem; successive linear approximation; quasi-linear P- relationship; mathematical transformation; voltage magnitude; linearisation method; Polish benchmark; MATPOWER benchmark
资金
- National Natural Science Foundation of China [51537005]
In this study, the authors introduce a new solution to the alternating current optimal power flow problem based on successive linear approximation of power flow equations. The polar coordination of the power flow equations is used to take advantage of the quasi-linear P- relationship. A mathematical transformation for the crossing term of voltage magnitude is used, which guarantees the accuracy of the linear approximation when the quality of initial points regarding voltage magnitude is relatively low in the first few iterations. As a result, the accuracy of the proposed approximation becomes very high in very few iterations. Linearisation method for the quadratic apparent branch flow limits is provided. Methods to recover the AC feasibility from the obtained optimal power flow solution and correct possible constraint violations are introduced. The proposed method is tested in several IEEE and Polish benchmark systems. The difference in objective functions relative to MATPOWER benchmark results is generally <0.1% when the algorithm terminates.
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