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变电站接地网缺陷诊断系统 被引量:2

The Defect Diagnosis System for Grounding Grid of Substation
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摘要 开发了一套变电站接地网缺陷检测系统,介绍了接地仿真软件CDEGS的功能及特点,并利用其中的MALZ模块对变电站接地网进行仿真计算。现场通过向接地网注入激励电流源,测量接地网各支路数据,并与CDEGS软件仿真计算的地表磁场分布结果进行对比分析,该系统可以准确检测接地网发生缺陷部位。 The paper briefly introduces the function and characteristics of the ground simulation software CDEGS and developes a sub- station defect detection system grouding grid, and computes the grounding grid model by using the MALZ module. Measuring ground net after the excitation current source injected into the grounding grid in the actual experiment, it compared and analyzed with CDEGS software's simulation calculation results of the distribution in the surface magnetic field, it is easy to diagnose and locate defect in the grounding grid.
出处 《东北电力技术》 2014年第2期54-57,共4页 Northeast Electric Power Technology
关键词 CDEGS开发 地表磁场检测系统 接地网 缺陷诊断 CDEGS exploitation Detection system of the surface magnetic field Grounding grid Defect diagnosis
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  • 1刘渝根,滕永禧,陈先禄,袁涛.接地网腐蚀的诊断方法研究[J].高电压技术,2004,30(6):19-21. 被引量:84
  • 2刘健,王建新,王森.一种改进的接地网故障诊断算法及测试方案评价[J].中国电机工程学报,2005,25(3):71-77. 被引量:97
  • 3曹永刚,丁晓群,周玲,何智平,秦旭东.用模糊技术诊断接地网状态[J].江苏电机工程,2005,24(4):14-16. 被引量:6
  • 4MACHADO J A T. Analysis and design of fractional - order digital control systems [ J ]. Systems Analysis Model Simulation, 1997, 27(2/3) :107 - 122.
  • 5KOMADA S, MACHII N,HORI T. Control of redundant manipulators considering order of disturbance observer [ J ]. IEEE Transactions on Industrial Electronics, 2000, 47 (2) :413 -420.
  • 6LEE H S, TOMIZUKA M. Robust motion control design for high accuracy position system [ J]. IEEE Transactions on lndnstrial Electronics, 1996, 43 (1):48-55.
  • 7LUBICH C. Discretized fractional calculus[ J]. SIAM Journal on Mathematical Analysis, 1986, 17 ( 3 ) :704 - 719.
  • 8OUSTALOUP A, LEVRON F, MATHIEU B, et al. Frequencyband complex noninteger differentiator: characterization and synthesis [J]. IEEE Transactions on Circuit and Systems-I: Fundamental Theory and Applications, 2000, 47 ( 1 ) :25 - 39.
  • 9CHEN Yangquan. A new discretization method for fractional order differentiators via continued fraction expansion [ C ]//2003 ASME International Design Engineering Technical Conferences, September 2 -6, 2003, Chicago, USA. 2003:1 -9.
  • 10NEWMAN D J. Rational approximation to 1 x I [ J ]. Michigan Mathematical Journal, 1964 ( 11 ) : 11 - 14.

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