MachineryWatch
Mechanical
- Aug 29, 2002
- 114
I have been collecting vibration data on a paper machine press section that has abnormally high amplitudes at around 28 Hz. It is believed to be a resonant condition. The vibration sensors are accelerometers. The sample rate is 320 samples/second. This yields a 0-125 Hz FFT. When I record at this rate for 10 minutes and then look at a "waterfall" plot of 200 line FFTs the amplitude at the 28 Hz frequency of interest cycles high and low in amplitude with a period of just over 4 minutes. If I use 100 line FFTs for the waterfall the plot shows the 28 Hz amplitude still cycling, but now with a period of just a little over 2 minutes. The period's dependence on the number of FFT lines chosen leads me to believe that the amplitude cycling is not real, but rather, an artifact of the signal processing. Beyond this how can I explain what is going on? Can someone help me understand the reason for this?
I notice that when I use very high resolution (3200 line FFT) with the same frequency range I do not see the cycling in amplitude at 28 Hz, but the time block required for this spectral calculation is nearly 30 seconds.
Thanks in advance for your help and comments.
Skip Hartman
I notice that when I use very high resolution (3200 line FFT) with the same frequency range I do not see the cycling in amplitude at 28 Hz, but the time block required for this spectral calculation is nearly 30 seconds.
Thanks in advance for your help and comments.
Skip Hartman