Bearing signal denoising method based on improved wavelet algorithm
A wavelet algorithm and signal technology, applied in computing, computer parts, mechanical parts testing, etc., can solve problems such as selection, wavelet threshold selection, etc., and achieve good denoising effect
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[0029] Combined with the accompanying drawings below. The present invention will be described in further detail through examples.
[0030] in the example.
[0031] A bearing signal noise reduction method based on the improved wavelet algorithm, the specific steps are as follows: figure 1 Wavelet denoising process.
[0032] (1) Firstly, wavelet transform is performed on the noisy signal to obtain wavelet decomposition coefficients. By wavelet decomposition coefficient w j,k ;
[0033] (2) For wavelet decomposition coefficient w j,k Select the appropriate threshold and threshold function to process to obtain the estimated wavelet decomposition coefficient f(w j,k );
[0034] (3) Reconstruct the estimated wavelet decomposition coefficients to obtain the denoising signal.
[0035] The derivation of the logarithmic attenuation threshold function, such as figure 2 Soft threshold function, hard threshold function, and approximate logarithmic threshold function are shown;
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