Pre-filtering extreme point optimization set empirical mode decomposition method and device
A technology integrating empirical modes and pre-filtering, applied in the field of signal processing, can solve the problems of long calculation time and slow decomposition speed, and achieve the effect of improving decomposition speed, reducing calculation amount, and reducing the number of integration times.
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Embodiment 1
[0049] Such as figure 1 As shown, a pre-filtering extreme point optimization ensemble empirical mode decomposition method is applied to the signal processing of mechanical equipment faults, and the method includes:
[0050] Step S1: Generate N groups of Gaussian white noise signals, obtain all extreme points of the Gaussian white noise signal, and extract its adjacent extreme points from each extreme point of the two sets of sequences of maximum value and minimum value respectively All signal points between the value points, get the Gaussian weight of each extreme point, and perform convolution on each extreme point and its Gaussian weight to obtain the updated extreme point, and every three adjacent updated extreme points Carry out weighted average to obtain the updated maximum value sequence and the updated minimum value sequence, obtain the mean value signal by cubic spline interpolation fitting method, judge whether the mean value signal satisfies the imf condition, and th...
Embodiment 2
[0068] Corresponding to Embodiment 1 of the present invention, Embodiment 2 of the present invention also provides a pre-filter extreme point optimization set empirical mode decomposition device, which is applied to signal processing of mechanical equipment failures. The device includes:
[0069] The noise component acquisition module is used to generate N groups of Gaussian white noise signals, obtain all extreme points of the Gaussian white noise signals, and extract each extreme point from the extreme points of the two sets of sequences of maximum and minimum values respectively For all signal points between its adjacent extreme points, obtain the Gaussian weight of each extreme point, and perform convolution on each extreme point and its Gaussian weight to obtain the updated extreme point, after every three adjacent updates Weighted average of the extremum points to obtain the updated maximum value sequence and the updated minimum value sequence, the cubic spline interpol...
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