Method for ranging single terminal fault of single outlet power transmission line based on opposite terminal bus reflected wave identification
A technology for opposing busbars and transmission lines, applied in the direction of fault locations, etc., can solve problems such as adverse effects, and achieve the effect of improving accuracy, improving accuracy, and improving accuracy
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Embodiment 1
[0035] Embodiment 1: A single-end fault location method for a single-outlet transmission line based on the reflected wave identification of the opposite-end busbar. When a fault occurs on the transmission line, the three-phase current of the line is obtained from the measurement point at the head end of the line, and obtained separately Its zero-mode component and line-mode component; for the zero-mode component and line-mode component, obtain the modulus maximum value through continuous wavelet transform, and determine the time t for the zero-mode current traveling wave to reach the head-end measurement point 0 , The time t for the line-mode current traveling wave to reach the head-end measurement point 1 ;According to the principle that the zero-mode current traveling wave polarity of the opposite-end bus reflected wave of the single-outlet transmission line is opposite to the initial traveling wave polarity, determine the wave head of the zero-mode current traveling wave opp...
Embodiment 2
[0054] Embodiment 2: as figure 2 The simulation model of the 500kV transmission line shown has a total length of 100km. Assume that a phase A ground fault occurs 70km away from point A.
[0055] The three-phase current traveling waves are obtained from the measurement points at both ends of the transmission line, and the calculated zero-mode current waveforms and line-mode current traveling waves are as follows: image 3 , Figure 4 shown. The modulus maximum value obtained by using the wavelet transform through the matlab software is as follows Figure 5 , Figure 6 shown. Obtain the time t when the zero-mode component arrives at the measurement end 0 and the time t when the line mode arrives at the measuring end 1 They are:
[0056] t 0 =0.0312330472103
[0057] t 1 =0.0312320171674
[0058] According to the reflection wave of the opposite end bus determined by the zero mode, the reflection wave of the line mode opposite end bus is identified as follows: Figur...
Embodiment 3
[0063] Embodiment 3: as figure 2 The simulation model of the 500kV transmission line shown has a total length of 100km. Assume that a phase A ground fault occurs 30km away from point A.
[0064] The three-phase current traveling waves are obtained from the measurement points at both ends of the transmission line, and the calculated zero-mode current waveforms and line-mode current traveling waves are as follows: Figure 7 , Figure 8 shown. The modulus maximum value obtained by using the wavelet transform through the matlab software is as follows Figure 9 , Figure 10 shown. Obtain the time t when the zero-mode component arrives at the measurement end 0 and the time t when the line mode arrives at the measuring end 1 They are:
[0065] t 0 =0.0310991416309
[0066] t 1 =0.0310961373391
[0067] According to the reflection wave of the opposite end bus determined by the zero mode, the reflection wave of the line mode opposite end bus is identified as follows: Fig...
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