电力系统保护与控制
電力繫統保護與控製
전력계통보호여공제
POWER SYSTM PROTECTION AND CONTROL
2014年
24期
56-64
,共9页
牛睿%梁军%张峰%张旭%杨潇
牛睿%樑軍%張峰%張旭%楊瀟
우예%량군%장봉%장욱%양소
测距%单端%对端系统阻抗%在线估算%变窗口
測距%單耑%對耑繫統阻抗%在線估算%變窗口
측거%단단%대단계통조항%재선고산%변창구
fault location%single ended%opposite terminal source impedance%online estimation%variable windows
提出了一种基于改进分布参数法的可变时窗单端行波故障定位方法。该算法通过对端系统阻抗的在线估计,构建改进的分布参数法,改善常规方法误差分布的不规律性,提升依据工频量定位误差构建组合定位算法的可行性。探索改进分布参数法的定位误差分布,根据故障条件和误差规律计算可变的故障距离窗口,由此划定行波反射波辨识的可变时窗。基于该时窗,综合考虑测量本端和对端的母线接线方式、相邻母线反射波的影响等因素,构建可变时窗内的故障行波反射波辨识方法及定位方法。仿真验证结果表明,该方法提高了组合定位方法的可靠水平,故障定位精度较高,具有一定工程应用价值。
提齣瞭一種基于改進分佈參數法的可變時窗單耑行波故障定位方法。該算法通過對耑繫統阻抗的在線估計,構建改進的分佈參數法,改善常規方法誤差分佈的不規律性,提升依據工頻量定位誤差構建組閤定位算法的可行性。探索改進分佈參數法的定位誤差分佈,根據故障條件和誤差規律計算可變的故障距離窗口,由此劃定行波反射波辨識的可變時窗。基于該時窗,綜閤攷慮測量本耑和對耑的母線接線方式、相鄰母線反射波的影響等因素,構建可變時窗內的故障行波反射波辨識方法及定位方法。倣真驗證結果錶明,該方法提高瞭組閤定位方法的可靠水平,故障定位精度較高,具有一定工程應用價值。
제출료일충기우개진분포삼수법적가변시창단단행파고장정위방법。해산법통과대단계통조항적재선고계,구건개진적분포삼수법,개선상규방법오차분포적불규률성,제승의거공빈량정위오차구건조합정위산법적가행성。탐색개진분포삼수법적정위오차분포,근거고장조건화오차규률계산가변적고장거리창구,유차화정행파반사파변식적가변시창。기우해시창,종합고필측량본단화대단적모선접선방식、상린모선반사파적영향등인소,구건가변시창내적고장행파반사파변식방법급정위방법。방진험증결과표명,해방법제고료조합정위방법적가고수평,고장정위정도교고,구유일정공정응용개치。
A single-ended fault location algorithm is proposed, based on the improved distributed-parameter method and variable time windows of traveling wave. According to the online estimation of the opposite terminal source impedance, the improved distributed-parameter method can be built, to enhance the location-error distribution regularity and improve the feasibility of the assembled fault location algorithm. Then based on the study of the location-error distribution of the proposed improved distributed-parameter method, the variable fault distance window can be computed, determining the variable time windows of the reflected waves to be identified. At last, considering the wiring schemes of local and opposite buses combined with the impact of the interference waves from adjacent buses, reflected waves contained in the variable time windows can be identified and the exact fault location can be detected. Simulation results demonstrate the high reliability and accuracy as well as the engineering application value of the proposed algorithm.