Method for detecting nanovolt-level weak sinusoidal signals by chaotic system based on principal component analysis
A principal component analysis and chaotic system technology, applied in the field of chaotic system detection of nanovolt-level weak sinusoidal signals, can solve the problems of large difference in magnitude of eigenvalues and limited detection ability of weak signals, etc., to improve detection ability and simple operation Effect
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[0068] Suppose the nanovolt level weak sinusoidal signal to be measured is s(t)=msin(10πt), where the amplitude m=10 -10 V, the frequency is 5Hz; the background noise is composed of three signal sources, that is, the amplitude is 10 -9 V, a periodic triangular wave signal with a frequency of 10Hz; the amplitude is 10 -8 V, a periodic square wave signal with a frequency of 5Hz; the power is 9×10 -19 Gaussian white noise for W. The three signal sources in the nanovolt-level sinusoidal signal to be tested and the background noise are all linearly superimposed and mixed. The mixed signal to be tested and its composition are as follows figure 1 shown.
[0069] To perform principal component analysis on the mixed signal to be tested, first zero-mean the mixed signal, and calculate the corresponding covariance matrix according to formula (2); sort the eigenvalues of the covariance matrix from large to small, and use the formula Sub(3) extracts the principal component of the mi...
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