基于分布鲁棒和改进纳什谈判的多微网-共享储能运行优化策略OA北大核心CSTPCD
Multi-Microgrid and Shared Energy Storage Operation Optimization Strategy Based on Distributionally Robust and Improved Nash Bargaining
促进可再生能源消纳,提高能源效率已成为电力系统的重要发展方向.提出了一种考虑能源出力不确定性及合作贡献差异性的多微网-共享储能系统运行优化策略.基于纳什谈判建立成本优化模型并将其分解为两个子问题,以降低求解难度.子问题P1 基于综合范数建立两阶段分布鲁棒优化模型,确定最恶劣情景下整体成本最小化的储能容量配置、交互功率及综合需求响应计划;子问题P2 基于改进纳什谈判进行非对称议价完成交易支付,考虑能量贡献大小与荷电状态变化分配合作收益.两个子问题分别采用列与约束生成算法和交替方向乘子法迭代求解.实例结果表明,分布鲁棒优化可以实现经济性与鲁棒性的平衡;基于改进纳什谈判的交易支付能够合理分配合作收益,维护合作积极性.
To promote the consumption of renewable energy and improve energy efficiency has become an important development direction of power system.In this paper,an operation optimization strategy of multi-microgrids and shared energy storage system is proposed,which considers the uncertainty of energy output and the difference of cooperative contribution.A cost optimization model based on Nash bargaining is established and decomposed into two sub-problems to reduce the difficulty of solving.Subproblem 1 establishes a two-stage distributionally robust optimization model based on the comprehensive norm to determine the energy storage capacity configuration,interactive power,and integrated demand response plan with minimum overall cost under the worst scenario.Sub-problem 2 performs asymmetric bargaining based on improved Nash bargaining to complete transaction payment and distributes cooperation income based on energy contribution and charge state change.The two subproblems are solved iteratively by column and constraint generation(C&CG)algorithm and alternating direction method of multipliers(ADMM).The results of the example show that the distributionally robust optimization can achieve the balance between economy and robustness.The transaction payment based on the improved Nash bargaining can reasonably distribute the cooperation income and maintain the cooperation enthusiasm.
胡亚春;窦震海;张志一;于润泽;陈佳佳;尹文良
山东理工大学电气与电子工程学院,山东省淄博市 255000
动力与电气工程
多微电网共享储能系统两阶段分布鲁棒非对称纳什议价合作博弈
multi-microgridsshared energy storage systemtwo-stage distributionally robustasymmetric Nash bargainingcooperative game
《电力建设》 2024 (007)
100-112 / 13
This work is supported by the National Natural Science Foundation of China(No.52005306)and the Natural Science Foundation of Shandong Province(No.ZR2020QE220). 国家自然科学基金项目(52005306);山东省自然科学基金项目(ZR2020QE220)
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