Detecting method of weak periodic signal based on chaotic system and wavelet threshold denoising
A weak periodic signal, wavelet threshold denoising technology, applied in the direction of mitigating undesired effects, etc., can solve the problem that weak signals cannot be detected.
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[0051] Below specific implementation of the present invention is described in detail, as Figure 7 .
[0052] 1. Perform wavelet transform filtering on the detected information:
[0053] definition is the multiresolution analysis generated by the scaling function φ, W j for V j at V j-1 The orthogonal complement space in , that is, there is W j =V j-1 -V j . Let φ j,k is the scale space A set of orthogonal basis, ψ j,k for small spaces {W j,k} a set of orthonormal basis. Let f ∈ V j-1 , assuming that the signal AS(t) is restored from the noisy data f(t), f(t)=AS(t)+zs, AS(t) is a periodic signal; zs is a noise signal. Then f can be projected onto V j and W j space, namely in ψ j,k Similar, i.e. binary translation and scaling of functions; C j,k and D j,k are the rough coefficients and wavelet coefficients of the j-scale space, respectively.
[0054] (1) Wavelet decomposition of the signal, select a wavelet base to decompose the collected signal and de...
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