Transformer vibration signal de-noising method based on EEMD kurtosis threshold value

A vibration signal and transformer technology, which is applied in the field of transformer vibration signal noise reduction, can solve the problems that no solution is given, the distinction can only be judged by humans, and there are useful signals

Inactive Publication Date: 2014-07-02
STATE GRID CORP OF CHINA +2
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  • Summary
  • Abstract
  • Description
  • Claims
  • Application Information

AI Technical Summary

Problems solved by technology

At present, scholars are also trying to use the EEMD method to denoise the signal. For example, using the characteristic that the energy density and average period of each component of white noise decomposed by EEMD are constant, the noise components that meet the conditions are eliminated, but the eliminated components There may be useful signals, and the solution is not given in the paper; there are also methods that use the difference between white noise and ordinary signal autocorrelation functions, first perform EMD decomposition on the noisy signal, and then artificially judge which IMF is the noise component, and then Perform soft threshold processing on the noise component. Although this method can effectively suppress the noise, the distinction between the noise component and the useful component can only be judged by humans, which has a certain degree of subjectivity.

Method used

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  • Transformer vibration signal de-noising method based on EEMD kurtosis threshold value
  • Transformer vibration signal de-noising method based on EEMD kurtosis threshold value
  • Transformer vibration signal de-noising method based on EEMD kurtosis threshold value

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Effect test

Embodiment 1

[0063] A transformer vibration signal denoising method based on EEMD kurtosis threshold, the method includes the following steps: first, EEMD decomposition is performed on the collected transformer vibration signal, and then the autocorrelation function is calculated for each eigenmode function IMF and its Kurtosis coefficient, and then use the threshold to distinguish these intrinsic mode functions IMF, and then remove the noise signal.

Embodiment 2

[0065] According to the transformer vibration signal noise reduction method based on the EEMD kurtosis threshold described in Embodiment 1, the described EEMD decomposition of the signal utilizes the characteristics of the uniform distribution of the white noise spectrum, so that the white noise signal is automatically averaged after EMD decomposition Decompose to different time scales; due to the zero-mean characteristic of white noise, the IMF after multiple decompositions is averaged and the noise effect is completely eliminated, that is, the final IMF component without aliasing effect is obtained. The specific algorithm is as follows :

[0066] Step 1: In the original signal join in White noise with subzero mean and constant standard deviation ;

[0067] (1);

[0068] Step 2: Add white noise to the signal Perform EMD decomposition to get Intrinsic mode function IMF components and a 1 residual component ,

[0069] ...

Embodiment 3

[0077] According to the transformer vibration signal noise reduction method based on the EEMD kurtosis threshold described in Embodiment 1, the autocorrelation function of the random signal reflects the degree of correlation between the signal and itself at different time points, and is a statistical measure in the time domain method, which is defined as:

[0078] (6),

[0079] (7),

[0080] In the formula: is the time interval, Indicates the value of the correlation function between the signal and itself at the same time. Obviously, this value is the largest for any random signal; the autocorrelation function is a function of the signal interval, and the interval has positive and negative intervals, so the length is signal, there is The autocorrelation function values ​​describe the similarity of different signal intervals, and also reflect the symmetry of the autocorrelation function.

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Abstract

The invention discloses a transformer vibration signal de-noising method based on an EEMD kurtosis threshold value. Many methods have been put forward by domestic and foreign scholars for de-noising of non-stationary signals and are roughly divided into three major types of time-frequency analysis methods based on time domain statistics, Fourier transform and wavelet transform. All the methods have respective advantages and disadvantages, for instance, the theory of the frequency domain method is mature, but signals with overlapped frequency are difficult to separate; although the wavelet transform method has the multi-resolution performance, the de-noising effect of the method usually depends on selection of a wavelet base and a threshold value. The method includes the steps that first, random signals are subjected to EEMD, then, each intrinsic mode function is subjected to autocorrelation function calculation, the kurtosis coefficient of each IMF is solved, next, the IMFs are differentiated through the threshold value, and therefore noisy signals can be removed. The method is used for de-noising of transformer vibration signals.

Description

Technical field: [0001] The invention relates to a transformer vibration signal noise reduction method based on EEMD kurtosis threshold. Background technique: [0002] As an important hub equipment in the power system, the transformer is not only very expensive, but also plays a very important role. Ensuring its safe and reliable operation is the key to the safe operation of the entire power grid. Therefore, real-time detection of its operating status is very necessary. At present, the transformer fault diagnosis method based on vibration signal analysis is a new type of diagnosis method, which has the characteristics of real-time and online operation, and has been widely used in power systems. However, the actual collected signals in the project contain a lot of noise. For example, when the transformer equipment fails in the early stage, the collected vibration signal contains random noise, which makes the effective information that can reflect the fault characteristics bec...

Claims

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Application Information

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Patent Type & Authority Applications(China)
IPC IPC(8): G06F19/00G01H17/00
Inventor 刘福荣陶新民孙福军田伟张凯
Owner STATE GRID CORP OF CHINA
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