储能参与分布式新能源就地消纳的配电网两层优化方法

Two-layer Optimization Method for On-site Accommodation of Distributed New Energy with Participation of Energy Storage in Distribution Networks

  • 摘要: 源-荷特性不匹配以及分布式新能源出力的随机性和间歇性,使得配电网中分布式新能源就地消纳受阻,而消纳受阻又会引起配电网线损及运行成本激增。为解决此问题,首先分析高渗透率分布式新能源配电网就地平衡及线损时变特性;其次以最大化分布式新能源就地消纳能力和最小化配电网线损及成本为目标,构建储能参与分布式新能源就地消纳的配电网两层优化模型;最后,针对IEEE-39节点系统和IEEE-118节点系统,采用粒子群算法和多元宇宙算法进行了仿真计算。结果表明,所提计及线损的两层优化模型相比于传统的两层优化模型与单层优化模型具有明显优势,即成本、线损、弃电量分别下降了6.08%、8.02%、13.12%和24.07%、18.13%、4.72%;此外,多元宇宙算法相比于传统粒子群算法,成本和弃电量分别降低了15.83%和49.10%,从而验证了所述配电网两层优化方法以及多元宇宙算法的可行性、有效性及优越性。

     

    Abstract: The mismatch between source and load characteristics as well as the randomness and intermittency of distributed new energy block the on-site accommodation of distributed new energy in the distribution network. However, accommodation obstruction would cause line losses and a sharp increase in operation cost. To solve this issue, the on-site power balance and time-varying characteristics of line losses in distribution networks with high penetration distributed new energy is analyzed firstly. Next, a two-layer optimization model for on-site accommodation of distributed new energy with participation of energy storage in distribution networks is established with the maximum on-site accommodation of distributed new energy as well as the minimum line losses and operation cost as objectives. Finally, case studies are conducted on IEEE-39 system and IEEE-118 system using particle swarm optimization(PSO) algorithm and multi-verse algorithm(MVO). The results show that the two-layer optimization model considering line losses proposed in this paper has significant advantages compared to traditional two-layer optimization models and single-layer optimization models, i.e., cost, line losses and new energy curtailment are reduced by 6.08%, 8.02%, 13.12% and 24.07%, 18.13%, 4.72%, respectively. In addition, comparing with traditional PSO algorithm, cost and new energy curtailment are decreased by 15.83% and 49.10% using the MVO algorithm. Then the feasibility, effectiveness and superiority of the presented two-layer optimization method of the distribution network as well as the MVO algorithm are verified.

     

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