李金鹏, 冯华, 陈晓刚, 章寒冰, 占震滨, 许银亮. 计及多重不确定性的规模化电动汽车接入配电网调度方法[J]. 电力系统自动化, 2024, 48(7): 138-146.
引用本文: 李金鹏, 冯华, 陈晓刚, 章寒冰, 占震滨, 许银亮. 计及多重不确定性的规模化电动汽车接入配电网调度方法[J]. 电力系统自动化, 2024, 48(7): 138-146.
LI JinPeng, FENG Hua, CHEN Xiaogang, ZHANG Hanbing, ZHAN Zhenbin, XU Yinliang. Dispatching Method for Large-scale Electric Vehicles Connecting to Distribution Network Considering Multiple Uncertainties[J]. Automation of Electric Power Systems, 2024, 48(7): 138-146.
Citation: LI JinPeng, FENG Hua, CHEN Xiaogang, ZHANG Hanbing, ZHAN Zhenbin, XU Yinliang. Dispatching Method for Large-scale Electric Vehicles Connecting to Distribution Network Considering Multiple Uncertainties[J]. Automation of Electric Power Systems, 2024, 48(7): 138-146.

计及多重不确定性的规模化电动汽车接入配电网调度方法

Dispatching Method for Large-scale Electric Vehicles Connecting to Distribution Network Considering Multiple Uncertainties

  • 摘要: 规模日益增长的电动汽车和可再生能源带来的不确定性给配电网的安全运营带来了严峻挑战。为综合考虑多重不确定性、平衡运营成本与系统可靠性,首先,提出一种基于分布鲁棒联合机会约束的电动汽车-配电网充放电调度模型。该模型将节点电压、支路功率、备用需求等通过联合机会约束建模,可以直观地管理系统整体的可靠性。然后,为求解该模型,基于最优Bonferroni近似方法将联合机会约束问题转化为混合整数二次规划模型,其中,风险等级也被视为决策变量。随后,在不同电力系统上验证了所提模型的有效性和可扩展性。结果表明,所提模型克服了经典的随机优化和鲁棒优化存在的问题,能够有效平衡成本和可靠性,计算效率高、可扩展性好,较Bonferroni近似方法降低约6.5%的成本。

     

    Abstract: The escalating scale of electric vehicles(EVs) and renewable energy introduces uncertainties, posing severe challenges to the safe operation of distribution networks. In order to comprehensively consider multiple uncertainties and balance the operation cost with the system reliability, firstly, an EV-distribution network charging and discharging dispatching model based on the distributionally robust joint chance constrainted model is proposed. This model effectively manages the overall system reliability by jointly constraining nodal voltages, branch power, and reserve demand. Then, to solve the model, the joint chance constraint problem is transformed into a mixed-integer quadratic programming model based on the optimized Bonferroni approximation method. Notably, the risk level is also treated as a decision variable. Subsequently, the effectiveness and scalability of the proposed model are verified across various power systems. The results demonstrate that the proposed model overcomes the problems of classical stochastic and robust optimization, effectively balancing cost and reliability with high computational efficiency and good scalability. The model achieves approximately a 6.5% cost reduction compared to the Bonferroni approximation method.

     

/

返回文章
返回