Brushless exciter armature side fault online detection device and method
A detection device and detection method technology, applied in the field of electric power system, can solve the problems of inability to apply, the difference between measurement zero drift is not large, and achieve the effects of being difficult to influence, realizing fault online detection, and high sensitivity
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Embodiment 1
[0103] Based on the above device, the present invention also provides Embodiment 1 of an online fault detection method on the armature side of a brushless exciter, which includes the following steps:
[0104] S110: collect the excitation winding current of the exciter, and calculate its DC component I DC , each integer harmonic total I Σ , the total amount of odd harmonics I 1Σ And the total amount of each even-numbered harmonic I 2Σ .
[0105] S120: Calculate I Σ with I DC The ratio of K Σ , I 1Σ with I DC The ratio of K 1Σ , I 2Σ with I DC The ratio of K 2Σ , I 1Σ with I 2Σ The ratio of K 12Σ .
[0106] S130: When I DC Greater than the threshold set value Set_I DC , the following criterion identification is carried out:
[0107] Criterion 1: If K Σ Greater than the threshold set value Set1_K Σ , it is judged to be abnormal on the armature side;
[0108] Criterion 2: If K Σ Greater than the threshold set value Set2_K Σ , and the ratio K 12Σ Greater tha...
Embodiment 2
[0111] Embodiment 2 of an online fault detection method on the armature side of a brushless exciter according to the present invention includes the following steps:
[0112] S210: Collect the excitation winding current of the exciter and calculate its DC component I DC , each integer harmonic total I Σ , the total amount of odd harmonics I 1Σ And the total amount of each even-numbered harmonic I 2Σ .
[0113] S220: Calculate I Σ with I DC The ratio of K Σ , I 1Σ with I DC The ratio of K 1Σ , I 2Σ with I DC The ratio of K 2Σ , I 1Σ with I 2Σ The ratio of K 12Σ .
[0114] Among them, the total number of harmonics of each integer order I Σ The calculation formula is:
[0115] I Σ =F(I j );
[0116] Among them, I j is the effective value of each integer harmonic component in the excitation winding current of the exciter, j=1, 2,..., N, N is a natural number, F(I j ) for the I j The relevant calculation function adopts a sum function, a total effective value ...
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