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A GRAPH THEORY-BASED DISTRIBUTION FEEDER RECONFIGURATION FOR SERVICE RESTORATION

机译:用于服务恢复的基于图论的分配馈线重构

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An electric power distribution network (PDN) carries electricity from the transmission system and delivers it to consumers at load centres through a number of power lines (branches). Switching ON and OFF of these power lines makes the power to flow in PDN. The PDN can undergo outages, which may be forced or scheduled outage. During outages, the supply of power is either partially or completely isolated from PDN to the load centres. This deficit of power supply has to be minimum in PDN. To achieve this goal, proper switching of power lines in PDN is required. This paper describes the implementation of two different graph theory-based methodologies for electric PDN. One algorithm is based on Heuristic search method, which obtains the best solution in the viewpoint of minimizing the number of switching operations and another approach applies Dijkstra's algorithm, which finds an optimal switching sequence by considering the reliability of the entire PDN even during varying load conditions. The proposed two methods are tested and evaluated on a IEEE 16 - bus distribution system whose results are presented systematically.
机译:配电网(PDN)从输电系统输送电力,并通过多条电力线(分支机构)将电力输送到负荷中心的用户。接通和断开这些电源线会使电源流入PDN。 PDN可能会发生中断,这可能是强制中断或计划中断。在停电期间,电源与PDN或负载中心部分或完全隔离。 PDN中的电源供应不足必须最小。为了实现此目标,需要在PDN中正确切换电源线。本文介绍了两种基于图论的电气PDN方法的实现。一种算法基于启发式搜索方法,该方法从最小化切换操作次数的角度获得了最佳解决方案,另一种方法是应用Dijkstra算法,即使在变化的负载条件下,也要考虑整个PDN的可靠性来找到最佳的切换顺序。 。在IEEE 16总线分配系统上对提出的两种方法进行了测试和评估,其结果得到了系统的介绍。

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