程飞, 郭春林, 高泽阳, 赵炳卓, 海晓涛, 曹曦. 参与电网削峰调节的电动重卡换电站调度策略[J]. 电力系统自动化, 2024, 48(9): 120-128.
引用本文: 程飞, 郭春林, 高泽阳, 赵炳卓, 海晓涛, 曹曦. 参与电网削峰调节的电动重卡换电站调度策略[J]. 电力系统自动化, 2024, 48(9): 120-128.
CHENG Fei, GUO Chunlin, GAO Zeyang, ZHAO Bingzhuo, HAI Xiaotao, CAO Xi. Scheduling Strategy of Battery Swapping Stations for Electric Heavy-duty Trucks Participating in Power Grid Peak-shaving Regulation[J]. Automation of Electric Power Systems, 2024, 48(9): 120-128.
Citation: CHENG Fei, GUO Chunlin, GAO Zeyang, ZHAO Bingzhuo, HAI Xiaotao, CAO Xi. Scheduling Strategy of Battery Swapping Stations for Electric Heavy-duty Trucks Participating in Power Grid Peak-shaving Regulation[J]. Automation of Electric Power Systems, 2024, 48(9): 120-128.

参与电网削峰调节的电动重卡换电站调度策略

Scheduling Strategy of Battery Swapping Stations for Electric Heavy-duty Trucks Participating in Power Grid Peak-shaving Regulation

  • 摘要: 换电站因其快速、便捷的特点获得了迅猛的推广和发展。在电动重卡领域,换电站建设已初具规模并保持高速发展。如何对电动重卡换电站进行充电调度以实现电网友好,是一个重点研究方向。首先,针对电动重卡换电需求在时间上分布规律较弱的特点,使用统计分析法分析换电站历史运行数据,得到一天内各时段的换电需求预测值;其次,提出基于换电需求预测的日内调度策略和基于实际换电需求的日内实时修正策略,以确定电池充电数量和允许充电时间;然后,建立以电网削峰为目标的时间-功率模型,结合电网背景负荷曲线,使用差分算法对电池的充电功率和实际充电时间进行求解;最后,通过算例证明了调度策略和时间-功率模型的有效性。

     

    Abstract: Battery swapping stations(BSSs) have gained rapid promotion and development due to their fast and convenient features. In the field of electric heavy-duty trucks, the construction of BSSs has already begun to take shape and continues to grow at a high speed. How to schedule the charging for electric heavy-duty truck BSSs to achieve power grid friendliness is a key research direction. Firstly, for the characteristics of electric heavy-duty trucks with a weak distribution pattern of battery swapping demand in time, the statistical analysis method is used to analyze the historical operation data of the BSSs to obtain the predicted value of the battery swapping demand during each time period within a day. Secondly, an intraday scheduling strategy based on the prediction of battery swapping demand and an intraday real-time correction strategy based on the actual battery swapping demand are proposed to determine the number of charging batteries and the permissible charging time. Furthermore, a time-power model aiming at power grid peak shaving is established, and combined with the background load curve of the power grid, a differential algorithm is used to solve the charging power and actual charging time of the batteries. Finally, the effectiveness of the scheduling strategy and the time-power model is demonstrated through a case.

     

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