Same-tower double-power transmission circuit single-end traveling wave fault location method
A technology of double circuits and transmission lines on the same tower, applied in directions such as fault locations, can solve problems such as incorrect ranging results and excessive equipment investment.
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Embodiment 1
[0052] Example 1: Phase A metallic grounding fault occurs at a distance of 50km from the measurement terminal M of the I circuit line of the double-circuit transmission line on the same tower. The measurement terminal M detects and records the traveling wave data 1.5ms after the fault, the fault voltage traveling wave and its wavelet Transform modulus maxima such as image 3 shown.
[0053] 1. According to the step (2) of claim 2, take the arrival time of the initial traveling wave of the fault as the reference time, and calculate the distance reflected by the waves of the same polarity:
[0054] =[50.36, 74.65, 89.70, 94.62, 100.87, 115.18, 121.29, 125.16] km;
[0055] Similarly, taking the arrival time of the initial anti-polarity traveling wave as the reference time, calculate the distance reflected by the head of each same-polarity traveling wave:
[0056] =[89.85, 65.56, 50.51, 45.59, 39.34, 25.03, 18.92, 15.05] km.
[0057] 2. According to the claim step (3), find...
Embodiment 2
[0063] Example 2: Phase A metallic grounding fault occurs at a distance of 90km from the measurement end M of the I circuit line of the double-circuit transmission line on the same tower. The measurement end M detects and records the traveling wave data of 1.5ms after the fault, the fault voltage traveling wave and its wavelet Transform modulus maxima such as Figure 5 shown.
[0064] 1. According to the step (2) of claim 2, take the arrival time of the initial traveling wave of the fault as the reference time, and calculate the distance reflected by the waves of the same polarity:
[0065] =[50.16, 74.64, 90.14, 94.76, 100.27, 115.03, 121.29, 124.71]km;
[0066] Similarly, taking the arrival time of the initial anti-polarity traveling wave as the reference time, calculate the distance reflected by the head of each same-polarity traveling wave:
[0067] =[90.18, 65.56, 50.06, 45.44, 39.93, 25.18, 18.92, 15.49]km.
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