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Congestion Management in Modern Power System Containing Active Distribution Network Nodes

机译:包含有源配电网节点的现代电力系统中的拥塞管理

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This article presents a novel methodology to determine a transmission congestion management strategy for a power system containing active distribution network nodes. Constrained scheduling, used in traditional pools, has been utilized. A bi-level optimization model is proposed to obtain the optimal congestion management strategy by rescheduling the distributed generators inside active distribution network nodes. The upper-level optimization model determines the generation rescheduling in the main grid and the load adjustment of each active distribution network node to relieve the congestion. The lower-level optimization model aims at minimizing load adjustment cost in the upper level by rescheduling the distributed generators. The proposed bi-level optimization model is transformed into an equivalent single-level optimization model through application of Karush-Kuhn-Tucker optimality conditions. Three heuristic algorithms-particle swarm optimization, cat swarm optimization, and clonal selection algorithm-have been applied to solve the equivalent single-level optimization problem. The effectiveness of the proposed methodology has been tested on a modified system using the IEEE 30-bus system as the main network and the IEEE 14-bus system as the active distribution network node. The results obtained by the particle swarm optimization algorithm have been compared with those obtained by cat swarm optimization and clonal selection algorithms.
机译:本文提出了一种新颖的方法来确定包含有源配电网节点的电力系统的传输拥塞管理策略。传统的池中使用了约束调度。提出了一种双层优化模型,通过重新调度主动配电网节点内部的分布式发电机来获得最佳的拥塞管理策略。上层优化模型确定主电网中的发电调度以及每个活动配电网络节点的负载调整,以缓解拥塞。下层优化模型旨在通过重新调度分布式发电机来最大程度地减少上层负载调整成本。通过应用Karush-Kuhn-Tucker最优性条件,将提出的双层优化模型转换为等效的单层优化模型。三种启发式算法-粒子群优化,猫群优化和克隆选择算法已被用来解决等效的单级优化问题。在使用IEEE 30总线系统作为主要网络,使用IEEE 14总线系统作为有源配电网络节点的改进系统上,对所提出方法的有效性进行了测试。通过粒子群优化算法获得的结果已与通过猫群优化和克隆选择算法获得的结果进行了比较。

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