电力工程技术2024，Vol.43Issue(4)：36-44,9.DOI:10.12158/j.2096-3203.2024.04.004
计及配电侧分布式电源的输配协同高收敛性最优潮流研究
Research on improving the convergence of optimal power flow of transmission-distribution-coupled networks
摘要
Abstract
Under the background of the new power system,it is important to make full use of the distributed generation in the distribution network to achieve carbon peaking and carbon neutrality goals.With the wide access of distributed power sources,there is bi-directional power flow between the transmission and distribution networks.If the transmission and distribution networks still follow the traditional equivalence method for optimal power calculation,accurate results will not be obtained.Therefore,a transmission-distribution-network-coordinated optimal power flow model is established.The node tearing method is used to decouple the coupling variables of the transmission network and distribution networks.On this basis,the iterative form of the model with immobile points is obtained by mathematical derivation.The traditional heterogeneous decomposition algorithm only uses the latest calculation results for iterative computation.Hence,combining with the Anderson acceleration idea in mathematics,the heterogeneous decomposition algorithm based on Anderson acceleration is proposed by using the historical iteration values to optimize the iterations of immobile points.It is demonstrated by numerical experiments that,the established model can fully utilize the initiative of the distribution networks and reduce carbon emissions.The proposed algorithm has high accuracy.In addition,compared with the heterogeneous decomposition algorithm,its convergence performance is significantly improved.关键词
输配协同/最优潮流/收敛性/安德森加速/分布式电源(DG)/不动点理论Key words
transmission and distribution cooperation/optimal power flow/convergence/Anderson acceleration/distributed generation(DG)/immobile point theory分类
信息技术与安全科学引用本文复制引用
陈一丰,黄铭浩,董树锋..计及配电侧分布式电源的输配协同高收敛性最优潮流研究[J].电力工程技术,2024,43(4):36-44,9.基金项目
国家电网有限公司总部科技项目(5108-2023560-49A-1-1-ZN) （5108-2023560-49A-1-1-ZN）
