Parallel pair-pushing test method of high-power power electronic converter and main loop
A technology of power electronics and testing methods, applied in the direction of measuring electrical variables, instruments, measuring electricity, etc., can solve the problems of redundancy, increase system loss, etc., and achieve the effect of high energy utilization rate and simple and easy testing method.
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Embodiment 1
[0033] In this embodiment, the grid voltage is 500V / 50Hz, and the AC side filter reactance L 1 and L 2 Both are 250μH, the rated current of the power switch tube used is 778A, and the DC bus capacitance is 17.2mF.
[0034] see figure 2 , in this embodiment, the main circuit of the converter push test is formed by paralleling the common DC bus of two converter units to be tested, and it includes: the AC side filter reactance L of the converter CONV1 1 , converter CONV1, DC bus capacitor bank C of converter CONV1 1 , AC side filter reactance L of converter CONV2 2 , converter CONV2, DC bus capacitor bank C of converter CONV2 2 .
[0035] The output end of the three-phase grid and the AC side filter reactance L of the converter CONV1 1 and the AC side filter reactance L of the converter CONV2 2 connected to the input terminal of the converter CONV1, the AC side filter reactance L of the converter CONV1 1 and the AC side filter reactance L of the converter CONV2 2 In par...
Embodiment 2
[0038] see image 3 and Figure 4 In this embodiment, the parallel push test method for high-power power electronic converters performed by the main circuit of the above-mentioned embodiment 1 includes the following steps:
[0039] Step 1: The signal acquisition unit collects the DC bus voltage U dc and the three-phase current i on the AC side of the converter CONV1 under test a1 ,i b1 ,i c1 and the three-phase current i on the AC side of the converter under test CONV2 a2 ,i b2 ,i c2 ;
[0040] Step 2: The Clarke coordinate transformation unit converts the three-phase current i in the three-phase stationary coordinate system a1 ,i b1 ,i c1 and i a2 ,i b2 ,i c2 Transformed to current i in two-phase stationary coordinates α1 , i β1 and i α2 , i β2 , the Park coordinate transformation unit then converts the current i under the two-phase static coordinates α1 , i β1 and i α2 ,i β2 Transformed to the current i in the two-phase synchronous rotating coordinate sy...
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