Method for extracting bearing fault characteristic frequency through information-entropy optimized VMD and application thereof
A technology of fault characteristic frequency and information entropy, applied in special data processing applications, mechanical bearing testing, design optimization/simulation, etc., to achieve wide practicability, simple principle, and save operating costs
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Embodiment 1
[0024] Embodiment 1: as Figure 1-4 Shown, a kind of information entropy optimization VMD extracts the method for bearing fault characteristic frequency, and the specific steps of described method are as follows:
[0025] According to the process described in the above invention, the fault simulation signal of the inner ring of the bearing is analyzed and processed in Matlab software.
[0026] Step1. First optimize the number of modes. Initialize the number of modes K min =2, penalty factor α and bandwidth τ Use default values: α =2000, τ =0; perform VMD decomposition on the original vibration signal of the bearing, calculate the information entropy of each mode, and obtain the minimum value of information entropy under this mode number by comparison, and then K = K +1 to continue the above analysis until fetched K = 16; compare the size of the information entropy minimum value obtained under each modal number, and the modal number corresponding to the smallest infor...
Embodiment 2
[0032] Embodiment 2: as figure 1 ,with Figure 5-7 Shown, a kind of information entropy optimization VMD extracts the method for bearing fault characteristic frequency, and the specific steps of described method are as follows:
[0033] According to the process described in the above invention, the actual bearing outer ring fault signal is analyzed, and the Matlab software analysis result is given.
[0034] Step1. First optimize the number of modes. Initialize the number of modes K min =2, penalty factor α and bandwidth τ Use default values: α =2000, τ =0; calculate the information entropy of each mode, and obtain the minimum value of information entropy under this mode number by comparison, and then K = K +1 to continue the above analysis until fetched K =16; compare the numbers in each mode K The size of the minimum value of information entropy obtained under the following conditions, the modal number corresponding to the minimum value of information entropy K D...
Embodiment 3
[0040] Embodiment 3: as figure 1 , Figure 8 Shown, a kind of information entropy optimization VMD extracts the method for bearing fault characteristic frequency, and the specific steps of described method are as follows:
[0041] According to the process described in the above invention, the actual bearing inner ring fault signal was analyzed (in order to enhance the contrast, Gaussian white noise of SNR=-1dB was added to the original signal).
[0042] Step1. First optimize the number of modes. Initialize the number of modes K min =2, penalty factor α and bandwidth τ Use default values: α =2000, τ =0; perform VMD decomposition on the original vibration signal of the bearing, calculate the information entropy of each mode, and obtain the minimum value of information entropy under this mode number by comparison, and then K = K +1 to continue the above analysis until fetched K =16; compare the numbers in each mode K The size of the minimum value of information entrop...
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