Least square fitting dynamic frequency measurement method
A technology of least squares and dynamic frequency, applied in measurement devices, measurement of electrical variables, spectrum analysis, etc., can solve problems such as lack of support for dynamic frequency measurement, and achieve the effect of real-time measurement and enhanced monitoring
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[0050] Such as figure 1 As shown, the steps of this embodiment are as follows:
[0051] 1. Set the data window time T=0.02s and the sampling frequency fs=1600Hz to sample the grid signal. Each data window has 24 sampling points, and the initial sampling time is set to zero.
[0052] 2. Use the FIR digital filter to process the signal of the data window to obtain a relatively pure fundamental wave signal and form a signal matrix [X].
[0053] 3. The binary function Taylor series is used to extract the frequency deviation and frequency variation deviation from the discrete signal to be measured, and the binary function Taylor expansion is performed on the sampling points in the data window. The expansion formula of a single sampling point is:
[0054]
[0055] In the formula, n is the serial number of the sampling point, f 0 is the estimated frequency. Simultaneously combine the expansion formulas of all sampling points in the data window to construct the measurement s...
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