Triangular looped network transient state unit protecting method based on direction traveling wave integral comparison principles
A directional traveling wave and triangular technology, applied in the direction of emergency protection circuit devices, electrical components, fault locations, etc., can solve problems such as the influence of current transformer saturation and achieve high reliability
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Embodiment 1
[0045] Example 1: Example 1: In figure 1 In the simulation system shown, the lengths of the PM, MN, NQ and QM lines are 100km, 100km, 70km and 80km respectively. It is stipulated that the positive current direction of each protection is that the busbar points to the line. Assume that the fault is located in the MQ branch, 20km away from the M terminal, and the transition resistance is 10Ω.
[0046] A. Set the sampling rate of the traveling wave transient signal to 20kHz. define t 0 is the moment when the first wave arrives at the measurement end, l min It is the shortest healthy outgoing line at the measuring end. In the triangular ring network line, the three terminals are defined as M terminal, N terminal and Q terminal, and the direction relays at the two ends of M and N are respectively R 1 , R 2 ; The direction relays at both ends of N and Q are respectively R 3 , R 4 ; The direction relays at both ends of Q and M are respectively R 5 , R 6 . at [t 0 ,t 0 +2l...
Embodiment 2
[0058] Example 2: In figure 1 In the simulation system shown, it is assumed that the fault is located in the MN branch, 10km away from the M terminal, the transition resistance is 10Ω, and the sampling frequency is 20kHz.
[0059] Calculate the direction relay R of each end in the triangular ring network by the method of embodiment 1 1 ~R 6 The absolute value of the forward traveling wave and the absolute value of the reverse traveling wave, the result is Figure 8 ~ Figure 13 . Recalculate the direction relay R 1 ~R 6 The integral value of the forward and reverse traveling wave amplitudes at the discretized measuring end, and then calculate the direction relay R at each end in the triangular ring network 1 ~R 6 lambda ∑ value.
[0060] The calculation result is, λ Σ R 1 = 0.5263 , λ Σ ...
Embodiment 3
[0061] Example 3: In figure 1 In the simulation system shown, it is assumed that the fault is located on the line PM, 50km away from the M terminal, the transition resistance is 10Ω, and the sampling frequency is 20kHz.
[0062] Calculate the direction relay R of each end in the triangular ring network by the method of embodiment 1 1 ~R 6 The absolute value of the forward traveling wave and the absolute value of the reverse traveling wave, the result is Figure 14 ~ Figure 19 . Recalculate the direction relay R 1 ~R 6 The integral value of the forward and reverse traveling wave amplitudes at the discretized measuring end, and then calculate the direction relay R at each end in the triangular ring network 1 ~R 6 lambda ∑ value.
[0063] The calculation result is, λ Σ R 1 = 2.2122 , satisfies lambda ∑ >λ ∑set , λ...
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