A Method of Correcting the Uncertainty of Independent Component Analysis in Electromagnetic Interference Separation
An independent component and electromagnetic interference technology, applied in the direction of measuring electrical variables, measuring electricity, measuring devices, etc., can solve the uncertainty of the amplitude of the separation electromagnetic interference results, the separation results cannot truly reflect the electromagnetic interference amplitude value, and cannot truly reflect the electromagnetic interference Phase information and other issues to achieve the effect of ensuring accurate quantitative analysis and correction results
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[0049] In the experiment, a sine signal, an amplitude modulation signal and a frequency modulation signal were randomly mixed by using matlab7.0 software to simulate the actual measurement signal, referred to as the actual measurement signal. The measured signal and the results obtained after using the independent component analysis method are as follows: figure 2 As shown in (A) and (B) in , there are uncertainties in magnitude and phase. The three signal expressions are as follows:
[0050] I 1 =(1+cos(2πf 1 t))cos(2πf 10 t)
[0051] I 2 =cos(2πf 20 t+cos(2πf 2 t))
[0052] I 3 =sin(2πf 20 t)
[0053] where f 1 = 10MHz, f 10 =115MHz, f 2 =12MHz, f 20 =130MHz. t means time.
[0054] Step 1. Phase recovery. The mixed estimate matrix output by independent component analysis is:
[0055] A M × N = 0.4296 ...
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