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A Topological Approach to the Identification of Critical Measurements in Power-System State Estimation

机译:一种确定电源系统状态估计中关键测量值的拓扑方法

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This paper presents a new topological methodology for critical measurements identification in observable networks. A measurement is said to be critical, in an observability sense, if its removal from the measurement set makes the associated system lose observability. The proposed methodology is based on the properties of both, observable measurement subnetworks (OMS) and redundant branch sets (RBS), for the first time proposed. To reduce the combinatorial bluster, the proposed method divides the measurements into two groups and classifies them into two phases. It allows identifying the critical measurements without any numerical calculation. Indeed, it is simple and fast. To clarify the proposed method and to demonstrate its simplicity, two examples are provided. The proposed method is successfully tested in the IEEE-14 bus system as well as in two realistic systems of Brazilian utilities. The first is a 121-bus system by ELETROSUL, and the other is a 383-bus system by Companhia Hidroeletrica do Sao Francisco (CHESF).
机译:本文提出了一种新的拓扑方法,用于可观测网络中的关键度量识别。如果将测量从测量集中删除会使相关的系统失去可观察性,则从可观察性的角度来说,测量是至关重要的。所提出的方法是基于首次提出的可观察的测量子网(OMS)和冗余分支集(RBS)的属性。为了减少组合模糊,所提出的方法将测量分为两组,并将它们分为两个阶段。它允许识别关键测量值而无需任何数值计算。确实,它既简单又快速。为了阐明提出的方法并证明其简单性,提供了两个示例。所提出的方法已在IEEE-14总线系统以及巴西公用事业的两个实际系统中成功进行了测试。第一个是ELETROSUL的121总线系统,另一个是Companhia Hidroeletrica do Sao Francisco(CHESF)的383总线系统。

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