基于多目标优化的储能系统优化调度算法

Amirhossein Hamzeiyan , Armin Ebrahimi
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引用次数: 0

摘要

利用储能系统(ess)进行调峰是一种很有前途的方法,可以优化能源使用,降低成本,并确保更可靠的电网。本文旨在利用灵敏度分析和多目标优化技术,提高一种新的高效调峰控制算法的性能。为此,考虑了2种假设负荷需求曲线,以及ESS容量、ESS待机天数等5种不同目标函数的不同场景,进行了多目标优化,并对其应用了控制算法。设计这些场景是为了探索算法对不同操作条件的适应性,并评估其在不同系统约束下的有效性。提取了每一种方法的Pareto前沿,并详细描述了每一种方法的结果。在获得的最重要的结果中,可以提到的是,与基本条件相比,负载曲线A和B的ESS待机天数分别减少了58.29%和51.32%。此外,与曲线A和曲线b的最大值相比,可以将峰值需求分别降低到16.29%和19.66%。为了提高效率并对储能系统的充放电速率进行更精确的控制,提出了结合充电上限和放电下限的储能系统。这种修改只需要对现有算法进行最小的修改。未来的研究可以集中于整合ESS充放电速率的直接调节,在优化框架内建立充放电速率的上下限作为决策变量。这种方法将更准确地表示ESS的操作约束,从而提高模型对实际实现的适用性和可伸缩性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。

Multi-objective optimization of a novel control algorithm and scheduling procedure for optimal use of energy storage systems

Multi-objective optimization of a novel control algorithm and scheduling procedure for optimal use of energy storage systems
Peak shaving with energy storage systems (ESSs) is a promising approach to optimize energy use, reduce costs, and ensure a more reliable power grid.
This paper aims to improve the performance of a novel control algorithm for efficient peak shaving by using sensitivity analysis and multi-objective optimization techniques. Regarding this, 2 hypothesis load demand profiles as well as 5 different scenarios with diverse objective functions, including ESS capacity, standby days of the ESS, etc., were considered for multi-objective optimization, and the control algorithm was applied to them. These scenarios were designed to explore the algorithm's adaptability to different operating conditions and to evaluate its effectiveness across varying system constraints. The Pareto front of each was extracted and the results of each were detailed. Among the most important obtained results, it can be mentioned that the decrease of 58.29% and 51.32% of ESS standby days in load profiles A and B, respectively, compared to basic conditions. Also, it has been possible to reduce peak demands to 16.29% and 19.66%, respectively, compared to the maximum value of profiles A and B.
To enhance the efficiency and gain more precise control over the energy storage system's charging and discharging rates, incorporating upper limits for charging and lower limits for discharging were proposed. This modification requires minimal changes to the existing algorithm. Future research could concentrate on integrating direct regulation of the charging and discharging rates of the ESS by establishing upper and lower bounds for these rates as decision variables within the optimization framework. This approach would more accurately represent the operational constraints of the ESS, thereby improving the model’s applicability and scalability for real-world implementations.
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