New energy field station sending-out line fault location method based on electromagnetic time reversal method
A technology of time inversion and sending out lines, which is applied in the direction of short-circuit test, fault location, and fault detection according to conductor type, etc. It can solve problems such as unstable system impedance, difficulty in adapting to new energy station sending lines, and fan off-grid, etc., to achieve Effect of Reducing Storage Capacity Requirements
- Summary
- Abstract
- Description
- Claims
- Application Information
AI Technical Summary
Problems solved by technology
Method used
Image
Examples
Embodiment 1
[0038] (1) Assume that at a distance of K from the grid side 1A single-phase ground fault occurs at point A, the initial fault angle is 0°, and the transition resistance is 50Ω;
[0039] (2) Extract the fault current i of 6ms before and after the fault S (t) and i W (t) decoupling respectively;
[0040] (3) Decompose the decoupled line-mode current into high-frequency and low-frequency components using db4 wavelet, and select the high-frequency d1 component i Sf (t) and i Wf (t) is equivalent to a current source for electromagnetic time inversion, and the current i after inversion Sf (T-t) and i Wf (T-t) are respectively connected to both ends of the non-destructive mirroring line to supply power to the line, and the current of 0.8ms before and after the inversion fault is shown in Figure 3;
[0041] (4) Assume a fault point at intervals of 200m on the lossless mirror line, calculate the current energy of each hypothetical fault point, the current energy curve is as foll...
Embodiment 2
[0043] (1) Assume that at a distance of K from the grid side 2 A phase A fault occurs at the point, the fault initial angle is 30°, and the transition resistance is 100Ω;
[0044] (2) Extract the fault current i of 6ms before and after the fault S (t) and i W (t) decoupling respectively;
[0045] (3) Decompose the decoupled line-mode current into high-frequency and low-frequency components using db4 wavelet, and select the high-frequency d1 component i Sf (t) and i Wf (t) is equivalent to a current source for electromagnetic time inversion, and the current i after inversion Sf (T-t) and i Wf (T-t) are respectively connected to both ends of the lossless mirrored line to supply power to the line, and the inversion of the current 0.8ms before and after the fault is as follows: Figure 5 shown;
[0046] (4) Assume a fault point at intervals of 200m on the lossless mirror line, and calculate the current energy of each hypothetical fault point. The current energy curve is sho...
Embodiment 3
[0048] (1) Assume that at a distance of K from the grid side 3 A two-phase ground fault occurs at point AB, the initial fault angle is 60°, and the transition resistance is 200Ω;
[0049] (2) Extract the fault current i of 6ms before and after the fault S (t) and i W (t) decoupling respectively;
[0050] (3) Decompose the decoupled line-mode current into high-frequency and low-frequency components using db4 wavelet, and select the high-frequency d1 component i Sf (t) and i Wf (t) is equivalent to a current source for electromagnetic time inversion, and the current i after inversion Sf (T-t) and i Wf (T-t) are respectively connected to both ends of the lossless mirrored line to supply power to the line, and the inversion of the current 0.8ms before and after the fault is as follows: Figure 7 shown;
[0051] (4) Assume a fault point at intervals of 200m on the lossless mirror line, and calculate the current energy of each hypothetical fault point. The current energy curv...
PUM
Login to View More Abstract
Description
Claims
Application Information
Login to View More 


