Lightning strike flashing and non-flashing identification method based on 110kV same tower double-circuit transmission line
A technology of double circuits on the same tower, transmission line, applied in the direction of measuring electricity, measuring electrical variables, testing dielectric strength, etc., to achieve the effect of simplifying the judgment process, true and reliable judgment results, and sufficient and reliable test data
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[0076] Example 1: Such as Figure 2-4 Shown, using figure 1 The simulation model established in is used for lightning discrimination simulation. A lightning strike occurred 23km away from the measuring end. According to the above steps, first collect the zero-mode current waveforms of circuit I and II at the measuring terminal. Figure II versus Figure three Shown.
[0077] Select the zero-mode current waveform of the Ⅰ and Ⅱ circuits in the short-time window to calculate the zero-mode current in the same direction according to formula (3), and perform linear simulation of the zero-mode current waveform in the same direction in the short-time window according to formulas (4) and (5). The result after fitting is as Figure Four , And calculated by:
[0078] k=-0.00026552
[0079] b=-0.30633
[0080] The function of the line after fitting is:
[0081] y=-0.00026552x-0.30633
[0082] Then the absolute value of the slope of the line after fitting |k| is:
[0083] |k|=0.00026552=2.6552×10...
Example Embodiment
[0085] Example 2: Such as Figure 5-7 Shown, using figure 1 The simulation model established in to simulate lightning strikes at 46km from the measuring end. According to the above steps, first collect the zero-mode current waveforms of circuit I and II at the measuring terminal, such as Figure 5 versus Figure Six Shown.
[0086] Select the zero-mode current waveform of the Ⅰ and Ⅱ circuits in the short-time window to calculate the zero-mode current in the same direction according to formula (3), and perform linear simulation of the zero-mode current waveform in the same direction in the short-time window according to formulas (4) and (5). The result after fitting is as Figure Seven , And calculated by:
[0087] k=-1.5571×10 -8
[0088] b=-3.5083×10 -5
[0089] The function of the line after fitting is:
[0090] y=-1.5571×10 -8 x--3.5083×10 -5
[0091] Then the absolute value of the slope of the line after fitting |k| is:
[0092] |k|=1.5571×10 -8 =0.00015571×10 -4
[0093] Pass and...
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