现代电力2025,Vol.42Issue(2):333-342,10.DOI:10.19725/j.cnki.1007-2322.2023.0065
考虑条件风险价值的分布式发电与用户间点对点交易非对称纳什谈判模型
Asymmetric Nash Bargaining Model for P2P Transactions Between Distributed Generation and Consumers Considering Conditional Value-at-risk
摘要
Abstract
The implementation of distributed peer-to-peer(P2P)energy trading facilitates the localized balancing of the power supply and demand,leading to an improvement in grid utilization efficiency whilst ensuring fairness.A P2P energy trading model was proposed,and a cooperative surplus distribu-tion mechanism building on the asymmetric Nash bargaining theory was studied.First,a cooperative model was established to enable cooperation between sellers and buyers in a P2P en-ergy trading system,offering cooperative surplus due to co-operation.Then,by using the asymmetric Nash bargaining the-ory,a profit distribution model for both parties was constructed to ensure the equitable allocation of the cooperation surplus among buyers and sellers.Finally,case studies were presented to verify the effectiveness of the proposed model.The simula-tion results indicate that the cooperative method can improve the benefits of each entity and the overall benefits of the co-operative alliance.It reflects the disparity in contributions between sellers and buyers within the P2P energy trading sys-tem,thereby enabling a fair distribution of cooperation surplus.关键词
电能交易/点对点/非对称纳什议价/谈判力/条件风险价值Key words
electrical energy trading/peer-to-peer/asym-metric Nash bargaining/bargaining power/conditional value-at-risk分类
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陈雨佳,裴玮,马腾飞,肖浩,滑伟奇,孙洪剑..考虑条件风险价值的分布式发电与用户间点对点交易非对称纳什谈判模型[J].现代电力,2025,42(2):333-342,10.基金项目
国家自然科学基金项目(U2066211,52107134,52177124) (U2066211,52107134,52177124)
国家科技部重点研发专项国际合作项目(2019YFE0123600) (2019YFE0123600)
中科院青年创新促进会(2019143).Project Supported by National Natural Science Foundation of China(U2066211,52107134,52177124) (2019143)
Key R&D Special International Cooperation Project of the Ministry of Science and Technology(2019YFE0123600) (2019YFE0123600)
Youth Innovation Promotion Association of CAS(2019143). (2019143)