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Unit 44 Vibrationdata Sine Filtering
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Introduction Vibrationdata
We have covered time-domain, sine curve-fitting in previous units for signal identification This unit will use this method for a new purpose, to separate sine and random components of a signal The curve-fitting is done using random number generation and trial-and- error, with some convergence built-in A measured sine vibration typically has some slight variation in amplitude and frequency, thus require a few sinusoids to match the data The following method works best for “short “ time segments Could be used to remove 60 Hz noise from measured data
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Vibrationdata Exercise 1 Generate white noise Add sine component
Then separate sine and random components
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Vibrationdata Save as: white
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Displacement Vibrationdata
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Displacement Vibrationdata Save as: combined
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Sine-on-Random Signal
Vibrationdata
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Sine-on-Random Histogram
Vibrationdata
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Vibrationdata Displacement
Time History > Filters, Various > Remove Sine Tones
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Vibrationdata Comparison Results Case Amplitude fn(Hz) Phase(rad)
Standard Deviations original: synthesis: residual:
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Comparison, Close-up Vibrationdata
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Original minus Sine Synthesis
Vibrationdata
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Vibrationdata Exercise 2 Bombardier Q400 Turboprop Acoustics
The PW150A engine/propeller rotation rate during takeoff and climb is 1020 RPM, but is throttled back at cruise altitude to 850 RPM, or Hz There are six blades on each engine, so the blade passing frequency is 85 Hz
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Displacement Vibrationdata Read in file: Q400
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Vibrationdata
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Vibrationdata Spectral Peaks
Next step: Separate blade passing frequencies from background noise
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Displacement Vibrationdata
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Vibrationdata Results for 85 Hz Component Results
Case Amplitude fn(Hz) Phase(rad) Diminishing returns effect as additional cases are included for a given frequency
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Vibrationdata Comparison
Difference is due to background noise and some spectral components unrelated to blade passing frequency
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Original minus Synthesis
Vibrationdata
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Vibrationdata Residual FFT
Peak at Hz is unrelated to blade passing frequency Could repeat exercise with more aggressive sine removal
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