DFT harmonic detection method without accumulated error sliding window
A technology of accumulative error and harmonic detection, applied in the direction of spectrum analysis/Fourier analysis, etc., can solve the problems of sub-harmonic detection and large amount of calculation, and achieve the effect of simple implementation and avoiding error accumulation
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[0038] figure 1 It is a block diagram of the detection process of the hth harmonic.
[0039] For ease of description, this embodiment takes the single-phase load current as an example to describe specific methods for extracting the 3rd, 5th, 7th, and 11th order harmonic commands of the single-phase load current x(t).
[0040] In this example, if figure 1 As shown, extracting the h order harmonic instruction includes the following steps:
[0041] (1), create a sine table, divide 0~2π into 200 (assuming that the number of sampling points in a fundamental wave cycle is 200) equal parts, calculate the sine value of the corresponding angle, and establish a sine table of 200 points accordingly;
[0042] (2) Sampling the grid voltage signal and synchronizing the grid voltage phase θ through digital phase-locked loop technology;
[0043] (3), sample the single-phase load current signal x(t), and then perform DFT forward transformation on the single-phase load current signal x(t) th...
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