Vibration signal spectrum analysis and alarm method of mechanical equipment off-line detection system
A vibration signal, off-line detection technology, applied in measuring devices, measuring ultrasonic/sonic/infrasonic waves, instruments, etc., can solve the problems of monitoring frequency components and frequency band positioning, difficult, unrealizable, and greatly affected by working conditions, to improve automatic analysis. The effect of the ability and accuracy of the alarm
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[0023] Example figure 1 As shown, this includes the following steps:
[0024] Step 1. Perform Fourier transform on the vibration signal to obtain the vibration amplitude sequence and frequency component sequence {A i , f i |i=0,Λ,N-1}, where A i is the vibration amplitude, f i is the frequency component, N is the number of spectral lines;
[0025] Step 2, adopt the frequency spectrum data of Gaussian function template smooth vibration signal, select positive odd number L greater than 3 as smoothing length, calculate the central position c=(L-1) / 2 of Gaussian function template, calculate the width coefficient of Gaussian function template Get the sequence of Gaussian functions j=0,Λ,L-1;
[0026] Step 3. Divide each element of the Gaussian function sequence by the central element G c , get Gaussian function template M j =G j / G c ,j=0,Λ,L-1;
[0027] Step 4: Extend c points before and after the vibration amplitude sequence to obtain an amplitude sequence of length ...
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