考虑备用储能和成本的电力系统自适应调度研究

Wenzhuo Wang, Zhiwei Wang, Xin Liu, Wujing Li, Qiufang Li, Yagang Zhang, Qianchang Chen, Shuyu Guo, Zhi Xu
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引用次数: 1

摘要

电力系统存在储能系统并网问题。当通信基站(BS)的ES与电网相关联时,制定相关的控制策略来调度基站能量存储(BSES)。调度期间所需的总成本是使用租赁收入模型确定的。在调度过程中,将BSES应用于电力系统的调峰(PLS)调度和经济调度。它通过粒子群优化(PSO)算法和改进的裸骨粒子群优化算法(BBPSO)进行优化。所构建的租金收入模型用于计算调度期间所需的总成本。在调度中,将BSES应用于PSO的PLS调度和经济调度。该模型通过PSO算法和改进的BBPSO算法进行了优化。研究结果表明,BSES具有良好的PLS能力。BS越大,充放电情况越明显。当时间为4 h、 150000 BSES的输出负载为486.67 341.14兆瓦 MW超过100000 BS。放电深度影响租赁成本,最佳放电深度为0.4。在该放电深度下,BS规模越大,成本就越高。在提高BBPSO算法性能方面,该模型的收敛迭代次数最小为15次,收敛效果最好。在PS的经济调度中,每年接入20万个BS储能的总成本为84646.58万,节省了36745.91万。所提出的方法可以有效地降低PS成本并提高稳定性。
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Research on adaptive dispatching of power system considering reserve energy storage and cost

The power system (PS) has the problem of grid connection of energy storage (ES) system. When the ES of the communication base station (BS) is associated with the power grid, relevant control strategies are formulated to schedule the base station energy storage (BSES). The total cost required during the scheduling period is determined using the lease income model. In the dispatching process, the BSES is applied to the peak load shifting (PLS) dispatching and economic dispatching of the PS. It is optimized by particle swarm optimization (PSO) algorithm and improved bare bone particle swarm optimization (BBPSO) algorithm. The constructed rental income model is used to calculate the total cost required during the scheduling period. In the dispatching, the BSES is applied to the PLS dispatching and economic dispatching of the PS. This model is optimized by PSO algorithm and improved BBPSO algorithm. The findings indicate that the BSES has good PLS capability. The larger the BS is, the more obvious the charging and discharging situation is. When the time is 4 h, the output load of 150,000 BSES is 486.67 MW, 341.14 MW more than that of 100,000 BSs. The discharge depth affects the lease cost, and the best discharge depth is 0.4. At this discharge depth, the larger the BS scale is, the greater the costs. In improving the performance of BBPSO algorithm, the model has the minimum convergence iteration of 15, with the best convergence effect. In the economic dispatching of PS, the total cost of accessing 200,000 BSs to store energy is 846.4658 million per year, which saves 367.4591 million. The suggested approach can effectively lower PS costs and increase stability.

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