Fault actual measurement data-based transmission line length calibration method
A technology of measured data and calibration method, which is applied in the direction of measuring devices, instruments, etc., can solve the problems of increased errors in fault ranging results, etc., and achieve the effect of small errors in ranging results and increasing ranging errors
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Embodiment 1
[0014] Example 1: At 13:30:10 on October 3, 2013, phase C of circuit II of a line fails, the reference length of line MN is 93.1km (the length when the line is erected), traveling wave distance measurement installed on the M side of the line The sampling rate of the device is 1MHz, and the traveling wave of phase C fault current of line MN is like image 3 Shown.
[0015] Collect line MM measuring terminal TA by traveling wave fault location device 1 The fault current traveling wave is recorded separately, and the initial traveling wave head of the fault, the reflected wave head of the opposite bus bar and the reflected wave head of the fault point arrive at the measuring end TA 1 The moments are recorded as t 1 , t 2 , t 3 , which is t 1 =0.887260s, t 2 =0.887280s, t 3 =0.887873s.
[0016] The sum of the time difference between the reflected wave head of the opposite bus bar and the reflected wave head of the fault point and the initial traveling wave head of the fault: ∆t= ( t 2 -...
Embodiment 2
[0018] Example 2: At 17:06:29 on May 12, 2012, phase C of a line fails, the reference length of line MN is 41.3km (the length when the line is erected), and the traveling wave distance measuring device installed on the M side of the line is sampled The rate is 1MHz, and the C-phase fault current traveling wave of line MN is like Figure 4 Shown.
[0019] Collect line MM measuring terminal TA by traveling wave fault location device 1 The fault current traveling wave is recorded separately, and the initial traveling wave head of the fault, the reflected wave head of the opposite bus bar and the reflected wave head of the fault point arrive at the measuring end TA 1 The moments are recorded as t 1 , t 2 , t 3 , which is t 1 =0.411582s, t 2 =0.411684s, t 3 =0.411780s.
[0020] The calculation of the sum of the time difference between the reflected wave head of the opposite bus bar and the reflected wave head of the fault point and the initial traveling wave head: ∆t= ( t 2 -t 1 )+( t 3 ...
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