Fault location method for t-shaped line based on longitudinal impedance
A technology for longitudinal impedance and line faults, applied in the direction of fault location, measuring resistance/reactance/impedance, measuring devices, etc., which can solve the problems of high investment cost of traveling wave method equipment and incorrect identification of fault branches
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[0234] Using PSCAD and MATLAB simulation to verify the effectiveness of the algorithm, the parameters are as follows: line length D 1 ,D 2 ,D 3 They are 200, 150, and 120km respectively, and the unit positive sequence and zero sequence resistance, inductance, and capacitance of the line are: R 1 = 0.02083Ω / km, L 1 =0.8948mH / km, C 1 =0.0129μF / km; R 0 = 0.1148Ω / km, L 0 =2.2886mH / km, C 0 = 0.00523 μF / km. The system parameters of the M side are: R M1 =1.0515Ω, L M1 =80.154mH, R M0 = 0.6Ω, L M0 =63.4mH. N-side system parameters are: R N1 =8.76Ω, L N1 =102.54mH, R N0 =2.53Ω, L N0 =78.823mH. P side system parameters are: R P1 =3.672Ω,L P1 =138.46mH, R P0 =5.7Ω, L P0 =90.8mH. System three-terminal potential E M ,E N ,E P They are 550∠0°kV, 500∠-35°kV, and 520∠-22°kV.
[0235] Table 1 Discrimination and location results of fault branches when phase A is grounded through different transition resistances
[0236]
[0237] First, determine the branch where the...
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