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一种基于最大相关-最小冗余算法的输电线路故障定位方法 被引量:24

Fault location method of transmission line based on the maximum correlation-minimum redundancy algorithm
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摘要 针对传统输电线路故障定位精度较低且易受故障后暂态分量影响的问题,提出一种基于数据驱动的输电线路故障定位方法。构建基于系统状态和故障位置的电力系统运行数据集,基于最大相关-最小冗余准则,在此数据集中挖掘关键特征与故障位置之间的隐含关系,提取与故障位置最大相关且变量之间最小冗余的关键信息,构建与故障位置最相关的核心变量集,应用曲线拟合技术获取运行变量与故障位置之间的数学解析关系,综合多个特征信息给出准确的故障定位结果。仿真验证结果表明,与传统基于阻抗的故障定位方法相比,所提方法具有更高的故障定位精度,同时对故障后出现的暂态分量也有良好的适应能力,是一种准确快速的输电线路故障定位新方法。 Aiming at the problem of low fault location accuracy and vulnerable to transient component after fault,a fault location method for transmission lines based on data-driven is proposed in this paper.The method firstly builds power system operation data set based on system condition and fault location.Then,based on criterion of the maximum correlation-minimum redundancy in the centralized data,the implied relationship between key characteristics and fault location is mined.Extraction and fault location is the largest and related variables between minimum redundancy of key information,and the fault location at the heart of the most relevant variables set is built.Finally,the curve fitting technology is applied to acquire operation variables and the mathematical relationship between the fault positions.Integrated multiple characteristics information accurate fault location results are given.Simulation results show that compared with traditional impedance-based fault location method,the proposed method has higher fault location accuracy and good adaptability to transient components after fault,which is a new accurate and fast fault location method for transmission lines.
作者 卢诗华 孙密 谢景海 郭嘉 贾祎轲 苏东禹 Lu Shihua;Sun Mi;Xie Jinghai;Guo Jia;Jia Weike;Su Dongyu(Economic and Technical Research Institute of State Grid Jibei Electric Power Co.,Ltd.,Beijing 100038,China;Beijing Jingyan Electric Power Engineering Design Co.,Ltd.,Beijing 100038,China)
出处 《电测与仪表》 北大核心 2020年第3期79-85,共7页 Electrical Measurement & Instrumentation
关键词 输电线路 故障定位 数据驱动 最大相关-最小冗余 transmission lines fault location data driven maximum correlation-minimum redundancy
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