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8/2/2019 Vibration Basics 2
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VIBRATION ANALYSIS
BASICS
Presented by : H.S.A
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Topics:
Introduction to Vibration Theory
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Topics:
Introduction to Vibration TheoryBasic Terminology & Practices
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Topics:
Introduction to Vibration TheoryBasic Terminology & Practices
Basic Fault Identification
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Topics:
Introduction to Vibration TheoryBasic Terminology & Practices
Basic Fault IdentificationCase History Examples (show from MT)
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Topics:
Introduction to Vibration TheoryBasic Terminology & Practices
Basic Fault IdentificationCase History Examples (Show from MT)Advanced Topics
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Topics:
Introduction to Vibration TheoryBasic Terminology & Practices
Basic Fault IdentificationCase History ExamplesAdvanced TopicsRequested Topics ???
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WHAT IS VIBRATION?
MOTION OF A BODY ABOUT AREFERENCE POINT
CAUSED BY AN UNDESIRABLE
MECHANICAL FORCE
For example,SHAFT VIBRATION
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VIBRATIONSOURCE
TRANSDUCER
ELECTRICALSIGNALTIME
WAVEFORM
SIGNALPROCESSINGSPECTRUMPROBLEM
DETECTIONAUTOMATED
DIAGNOSTICSMANUAL
DIAGNOSTICS
INFORMATIONNEEDED FOR
ANALYSIS
It's helpful to understand a littleabout the signal processingstep in order to get the mostbenefit from the Analyzer
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COLLECTION OF VIBRATION
MEASUREMENTS
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Compare Across Points
5.3 mils
1.2 mils
2.3 mils
3.1 mils
Directional vibration on outboard bearing
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Signal Processing Flow
FFT
Waveform
Spectrum
Transducer
Ampl
itude
A
mplitude
Time
FrequencyData Collector/Analyzer
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Rotation
Heavy Spot
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Rotation
Heavy Spot
1 revolution
Time
Amplitude
0
+
-
Time Waveform
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Rotation
Heavy Spot
1 revolution
Time
Amplitude
0
+
-
Time Waveform
3600 rpm = 3600 cycles per minute60 Hz = 60 cycles per second
1 order = one times turning speed
360 degrees
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1000 rpm 1 revolution
Time
Amplitude
0
+
-
Time Waveform
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1000 rpm 1 revolution
Time
Amplitude
0
+
-
Time Waveform
4 blades = vibration occurs 4 times per revolution4 x 1000 rpm = vibration occurs at 4000 cycles per minute
= 4000 cpm
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12 tooth
gear
1000 rpm 1 revolution
Time
Amplitude
0
+
-
Time Waveform
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12 tooth
gear
1000 rpm 1 revolution
Time
Amplitude
0
+
-
Time Waveform
12 teeth are meshing every revolution of the gear12 x 1000 rpm = vibration occurs at 12,000 cycles per minute
= 12,000 cpm = 200 Hz
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Time0+
-
Time0+
Time0+-
-
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Time0
-
+
Time Waveform contains all the differentfrequencies mixed together
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TIME WAVEFORM
AMPLITUDE VS TIME
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We are now entering the
Frequency Domain
FFT - Fast Fourier Transform
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We are now entering the
Frequency Domain
FFT - Fast Fourier TransformSeparates individual frequencies
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We are now entering the
Frequency Domain
FFT - Fast Fourier TransformSeparates individual frequencies
Detects how much vibration at eachfrequency
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Amplitude
Amplitude
Amplitude
Time
Amplitude
TimeFrequency
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Time0-
Time0+
Time0+-
-
Time
Frequency
Frequency
Frequency
1x
4x
12x
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FREQUENCY SPECTRUM (or
FFT)
AMPLITUDE VS FREQUENCY
0.30.60.91.21.51.8
1000 2000 3000 4000Frequency
Amplitude
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VIBRATION TERMINOLOGY
AMPLITUDE HOW BAD IS IT?DISPLACEMENT (MOVEMENT)VELOCITY (SPEED)
ACCELERATION (FORCE)
FREQUENCY WHERE IS ITHERTZ (CYCLES / SECOND)CPM (CYCLES / MINUTE)ORDERS (MULTIPLES OF RUN SPEED)
PHASE (LAG) TIME BETWEEN EVENTSDEGREES (ROTATIONAL MEASUREMENT)
Amplitu
de
Frequency
Spectrum
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What's an Fmax,
and why does it matter?
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What's an Fmax,
and why does it matter?
Maximum Frequency of the Spectrum
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What's an Fmax,
and why does it matter?
Maximum Frequency of the Spectrum If you don't collect it, you can't analyze it
Fmax = low frequency
Fmax = high frequency
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What's an Fmax,
and why does it matter?
Maximum Frequency of the Spectrum If you don't collect it, you can't analyze itWhy not always collect the highest Fmaxpossible? Limitations of the analyzer Takes extra data storage space
Reduces the Resolution of the Spectrum
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Why should I be concerned about resolution?
Because you can't analyze it if you can't see it....
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What's the difference between
Acceleration, Velocity, &Displacement ?
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What's the difference between
Acceleration, Velocity, &Displacement ?The frequency range of interest
Acceleration(high freq.)
Velocity(general purpose)Displacement
(low freq)
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And let's not forgetPhase Analysis
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Phase Comparison
In Phase: 180 Out of Phase:o
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Phase Comparison
In Phase: 180 Out of Phase:o
A lit d A A lit d A
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In Phase: 180 Out of Phase:o
TimeAmplitude - A
0+
-Time
Amplitude - A0+
-
Time
Amplitude - B
0
+
- Time
Amplitude - B
0
+
-
A ABB
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Time0
+
-
Tach Pulse
Vibration Signal
Phase Measuredbetween the two
360 degrees
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Rotor kit / Strobedata collection tipsTime for a demonstration:
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Spectrum Analysis
0.30.60.91.21.51.8 1xRPM - BALANCE
2xRPM - ALIGNMENT3-6xRPM - LOOSENESS
1000 2000 3000 4000Frequency
6-30xRPM 30-50xRPMGEARS & ANTI FRICTION BEARINGS
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Vibration Spectrum andParameter Bands
Trend ofBalance
Trend ofBearings
Alarm
Amplitude
Sub-Harmonic 1X 2X Bearing Bearing Gears Bearing
1x 2x 50x
5mm/sec
1mm/secTime
(Days) Time(Days)
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SELECTED FREQUENCYBAND ALARMING
Trend ofBalance
Trend ofBearings
Alarm
Amplitude
Sub-Harmonic 1X 2X Bearing Bearing Gears Bearing
1x 2x 50x
5mm/sec
1mm/secTime
(Days) Time(Days)
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OVERALL ALARMAREA (ENERGY) UNDER THE SPECTRUM
'SHOTGUN' METHOD, NO DIAGNOSTIC INFORMATION
ALARM LEVEL = 0.1 IN/SEC
PEAK - RMSOVERALL VALUE
BEARING AND GEAR PROBLEMS WILL NOT GIVE EARLYWARNING WITH OVERALL ALARMS
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ENVELOPE ALARMING CONSTRUCTED FROM BASELINE SPECTRA "VARIABLE SHAPE ENVELOPING" EFFECTIVE IN FINDING SMALL CHANGES
0.1 in/secIncrease
200 % riseover Reference
0.3 in/sec
AbsoluteValue.02 in/sec
MinimumValue
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Diagnosing Machine Faults Imbalance
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Diagnosing Machine Faults ImbalanceMisalignment
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Diagnosing Machine Faults ImbalanceMisalignment
General Looseness or Wear
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Diagnosing Machine Faults ImbalanceMisalignment
General Looseness or WearBearing Defects
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Diagnosing Machine Faults ImbalanceMisalignment
General Looseness or WearBearing DefectsGear Defects
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Diagnosing Machine Faults ImbalanceMisalignment
General Looseness or WearBearing DefectsGear Defectsand many more...
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What is Imbalance?
Rotation
Heavy SpotCenter of Mass Center of Shaft
Center of Shaft = Center of Mass
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Imbalance can be separated into twocomponents:Types of Imbalance
Static Imbalance: Couple Imbalance:o
(constant across rotor) (opposite across rotor)
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IMBALANCECHARACTERISTICS
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IMBALANCECHARACTERISTICS HIGH RADIAL PEAKS AT 1 X SHAFT RPM
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IMBALANCECHARACTERISTICS HIGH RADIAL PEAKS AT 1 X SHAFT RPM LOW AXIAL VIBRATION AT 1 X SHAFT RPM
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IMBALANCECHARACTERISTICS HIGH RADIAL PEAKS AT 1 X SHAFT RPM LOW AXIAL VIBRATION AT 1 X SHAFT RPM LOW HARMONICS OF SHAFT RPM
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IMBALANCECHARACTERISTICS HIGH RADIAL PEAKS AT 1 X SHAFT RPM LOW AXIAL VIBRATION AT 1 X SHAFT RPM LOW HARMONICS OF SHAFT RPM 1 X RPM SINUSOIDAL PATTERN IN THE TIME WAVEFORM
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IMBALANCECHARACTERISTICS HIGH RADIAL PEAKS AT 1 X SHAFT RPM LOW AXIAL VIBRATION AT 1 X SHAFT RPM LOW HARMONICS OF SHAFT RPM 1 X RPM SINUSOIDAL PATTERN IN THE TIME WAVEFORM CAN CAUSE OTHER FAULTS TO SHOW UP, ESPECIALLY
LOOSENESS
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RADIAL VIBRATIONAT 1 X TURNING
SPEED IS MUCHMORE SIGNIFICANTTHAN IN THE AXIAL
DIRECTION
IMBALANCE
Freq: 60.04Order: 1.010Spec: .390
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What is misalignment?Deviation from a common centerlineduring operation.
BEFORE AFTER
GRRR! hmmm!
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Types of MisalignmentOffset
Angular
Both
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MISALIGNMENTCHARACTERISTICS
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MISALIGNMENTCHARACTERISTICS 2 X SHAFT RPM MAY DOMINATE
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MISALIGNMENTCHARACTERISTICS 2 X SHAFT RPM AXIAL DOMINATES HIGH AXIAL AT 1, 2 AND 3 X SHAFT RPM
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MISALIGNMENTCHARACTERISTICS 2 X SHAFT RPM AXIAL DOMINATES HIGH AXIAL AT 1, 2 AND 3 X SHAFT RPM HIGH RADIAL AT 1, 2 AND 3 X SHAFT RPM
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MISALIGNMENTCHARACTERISTICS 2 X SHAFT RPM AXIAL DOMINATES HIGH AXIAL AT 1, 2 AND 3 X SHAFT RPM HIGH RADIAL AT 1, 2 AND 3 X SHAFT RPM HARMONICS OF SHAFT RPM ABOVE 4 X ARE
USUALLY LOW
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MISALIGNMENTCHARACTERISTICS 2 X SHAFT RPM AXIAL DOMINATES HIGH AXIAL AT 1, 2 AND 3 X SHAFT RPM HIGH RADIAL AT 1, 2 AND 3 X SHAFT RPM HARMONICS OF SHAFT RPM ABOVE 4 X ARE
USUALLY LOW PHASE READINGS SHOW A 180 DEGREE SHIFT
ACROSS THE COUPLING
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2X IS DOMINANTLOCATION OF
VIBRATIONS
VANE PASS IS DUE TO 11BLADE PUMP IMPELLER
MISALIGNMENT
VANE PASSFreq: 59.50Order: 2.010Spec: .640
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Using Phase to distinguish
Imbalance from Misalignment
GRRR!
Cross Coupling PhaseIn Phase180 deg out
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MECHANICAL LOOSENESSMULTIPLE HARMONICS OF RUN SPEED
RUN SPEED HARMONICS1X, 2X, 3X, 4X, 5X, 6X, 7X, 8X
1X2X
3X
4X5X6X
7X8X
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Discuss "Harmonics"
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Bearing Fault Frequencies Function of the Geometry of the Bearing
Outer Race(BPFO)
Inner Race(BPFI)
Ball Spin(BSF)
Cage(FTF)
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ROLLER BEARING EXAMPLE
Freq: 441.03Order: 7.390Spec: .180
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Discussion Topics:Fault frequencies Inner -vs- Outer race defects "Side-band" analysisSeverity stages
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GEARMESH FAULT
Freq: 106.89Order: 21.00
Spec: .062
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RESONANCESo much to say and so little time (lead in to advanced topics)
Typical Periodic Vibration Survey Flow
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Typical Periodic Vibration Survey Flow
DatabaseData
CollectorRoute
ExceptionReport
DataAnalysis
AutomatedDiagnosisReportGeneration& Machine
MaintenanceAction