Powerline fault traveling wave head precision positioning method based on S-transform
A technology for precise positioning and transmission lines, applied in the direction of fault location, complex mathematical operations, etc., can solve the problems of inaccurate sampling points and inaccurate location of wave head time
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Embodiment 1
[0073] (1) Obtain the traveling wave data source of the transmission line fault: When the line fails, the fault traveling wave analysis device is activated to perform fast and high sampling rate (1MHz) wave recording, and the traveling wave data file is truncated, see Figure 4 (a) Curve, select 1.5ms data time window before and after the fault;
[0074] (2) Perform S transformation on the original truncated data selected in step (1) according to equations (8), (9), (10):
[0075] S [ m , n ] = Σ k = 0 N - 1 X [ n + k ] e - 2 π 2 k ...
Embodiment 2
[0085] In this example, there is no noise interference, and the steps to distinguish between wave heads and noise may not be performed, but traveling wave heads of different polarities are included.
[0086] (1) Obtain the fault traveling wave data source of the transmission line: when the line fails, the fault traveling wave analysis device is activated to perform fast and high sampling rate (1MHz) wave recording;
[0087] (2) Truncate the traveling wave data file, see figure 1 (a) Curve, select 1.5ms data time window before and after the fault;
[0088] (3) Calculate according to the same formulas (8), (9) and (10) as in Example 1, to obtain the S transformation result matrix S[m, n] of the original truncated data selected in step (2), and its elements Take the modulus value to obtain the S transform modulus matrix;
[0089] (4) Select the 750th, 45th, and 15th rows of the S transform modulus matrix in step (3). According to the same formula (12) as in Example 1, the frequency ...
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