An Improved Method for Extracting Characteristic Orders of Unbonded Phase Faults
A technology of fault characteristics and extraction methods, applied in the testing of mechanical components, testing of machine/structural components, instruments, etc., can solve the problem of inaccurately guiding original signal resampling, inaccurate equipment fault feature order, and eliminating noise interference Lack of research and other issues to achieve the effect of avoiding cycle truncation error defects, improving operation safety monitoring, and enhancing fault characteristics
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Embodiment 1
[0104] In order to illustrate the superiority of the present invention, a fault vibration simulation signal of the outer ring of the bearing under the condition of variable speed is selected, and its waveform diagram is as follows figure 1 shown. The expression of the simulated signal is: The sampling time is 5s, and the sampling frequency is 20kHz. It can be seen from its expression that it consists of three parts, the first part is the impact signal s(t)=e-300tsin(2π·2000t) caused by the bearing fault, and the second part is the harmonic signal, which consists of three harmonic signals B 1 cos(2πnf(t)+β 1 )=0.005cos(2πn·(300+1000·sin(2π·0.1·t) / 60)+π / 6), B 2 cos(2πnf(t)+β 2 )=0.007cos(2πn·(300+1000·sin(2π·0.1·t) / 60)-π / 3) and B 3 cos(2πnf(t)+β 3 )=0.006cos(2πn·(300+1000·sin(2π·0.1·t) / 60)+π / 2), the third part is white noise with a signal-to-noise ratio of -3dB.
[0105] figure 2 is the instantaneous phase estimation diagram of the simulated signal. During the instant...
Embodiment 2
[0110] The vibration signal of the fault vibration signal of the outer ring of the bearing collected under the actual variable speed condition, the waveform diagram is as follows Figure 5 shown.
[0111] Image 6 In order to perform integral correction on the instantaneous frequency with optimal harmonic component energy through the peak search algorithm after the time-frequency processing of the bearing signal, the limit error is set to ε≤1.0×10- 6 , so as to obtain the instantaneous phase estimation map, from Image 6 It can be seen that the corrected instantaneous phase has a high degree of coincidence with the instantaneous phase obtained by the keyed phase method, and the instantaneous phase information is accurately estimated. Then, through the mapping relationship between the time domain and the angle domain, according to the estimated instantaneous phase information, the time domain signal is resampled in the angle domain with a constant angle increment, and the hig...
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