1. Copyright 2004- PT. Putranata Adi Mandiri – sole agent Prüftechnik AG, Germany 1
Condition Monitoring
& Vibration Fundamentals
2. Copyright 2004- PT. Putranata Adi Mandiri – sole agent Prüftechnik AG, Germany 2
Kenapa perlu condition monitoring ?
Biaya maintenance setelah pengenalan condition monitoring
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Penyebab dari breakdown mesin
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Apakah itu, Condition Monitoring ?
Suara !
Apa lagi ?
Temperature Pressure
Output Speed
Phase Vibration
Motor Current Oil Quality & Condition
Casing Expansion Differential Expansion
Eccentricity Rotor position
Valve position
Monitoring Parameters
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Belt
vibrations
Unbalance
Mis-
alignment
Lubrication
Oil contam
Blade
defects
Stator
defect
Component
resonance
Rotor-
defect
Gear mesh
defect
Bearing
defect
Tipe Monitoring
Suara
X X X X X X X X
Oil Analysis
X X X X X X X
Vibration
Temperature
X X X X X X X X
Kerusakan pada mesin – Penyebab utama kerusakan
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Pengukuran vibrasi
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Kondisi bearing : lokasi persiapan
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Pengukuran kavitasi
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Pengukuran RPM
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Pengukuran temperatur
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Contoh alat - 1
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Contoh alat - 2
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Contoh alat - 3
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Apakah ‘vibrasi’ itu ?
Vibration is a mechanical oscillation around a reference position.
In a machine, vibration is the result of internal dynamic forces created
by the rotating elements.
Reference : Introduction to Machinery Analysis and Monitoring – Second Edition - by John S. Mitchell
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Parameter-parameter vibrasi
Harmonic motion is the simplest form of vibration, when plotted as a
function of time, it is represented by a sinusoidal curve.
A = Amplitudo, T = Perioda waktu, f = 1/T = frekuensi
φ = Phase
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Frekuensi rotasi
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Parameter umum pengukur vibrasi
∫
∫
=
=
T
rms
T
m
dt
t
x
T
x
dt
t
x
T
x
0
2
0
)
(
1
)
(
1
T
f
f
t
x
t
x p
1
2
sin
)
(
=
⋅
=
⋅
=
π
ω
ω
mean
rms
factor
Form
rms
peak
factor
K
rms
peak
factor
Crest
=
×
=
=
Rms = Root Mean Square
M = mean (rata-rata)
P = Peak (puncak)
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Faktor-faktor konversi untuk gelombang sinus
Conversion ke :
Dari :
Faktor
Peak-to-Peak
value
Peak value Mean value Effective / RMS
value
0.32 = 1/π 0.35 = 1/2√2
0.71 =1/√2
1.11 = π/2√2
1
0.64 = 2/π
1
0.90 = 2√2/π
0.5
1
1.57 = ½ π
1.41 = √2
1
2
3.14 = π
2.83 = 2√2
Peak-to-Peak value
Peak value
Median value
Effective/RMS value
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Nilai Peak dan RMS
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Layar VIBROTIP®
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Lokasi penempatan transducer yang cocok
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Typical Uses of Vibration Transducers
Radial Casing
Vibration
Radial Shaft
Vibration Position
Axial Shaft
Vibration Position
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Contoh alat - 1
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Displacement, velocity acceleration
( )
p
p
p
p
p
p
pp
p
p
p
p
p
p
x
f
x
f
a
x
f
x
f
v
x
x
t
a
t
x
t
a
t
v
t
x
t
v
t
x
t
x
⋅
⋅
=
⋅
⋅
=
⋅
⋅
=
⋅
⋅
=
⋅
=
+
⋅
=
⋅
−
=
⎟
⎠
⎞
⎜
⎝
⎛
+
⋅
=
⋅
⋅
=
⋅
=
2
2
2
2
47
.
39
4
28
.
6
2
2
1
sin
sin
)
(
2
sin
cos
)
(
sin
)
(
π
π
π
ω
ω
ω
π
ω
ω
ω
ω
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Bagaimana mengukur amplitudo vibrasi ?
( )
π
ω
ω
ω
π
ω
ω
ω
ω
+
⋅
=
⋅
−
=
⎟
⎠
⎞
⎜
⎝
⎛
+
⋅
=
⋅
⋅
=
⋅
=
t
a
t
x
t
a
t
v
t
x
t
v
t
x
t
x
p
p
p
p
p
sin
sin
)
(
2
sin
cos
)
(
sin
)
(
2
26. Copyright 2004- PT. Putranata Adi Mandiri – sole agent Prüftechnik AG, Germany 26
Transducer Vibrasi
Sensor…Transducer…Probe…Apakah ini ?
….Pada dasarnya peralatan ini merubah vibrasi
mekanis ke signal electric
Accelerometer
Charge Type
Line Drive
Constant Voltage
Constant Current
Velocity
Transducer
Displacement
Shaft Riders
Proximity Probes
(Eddy Current Probes)
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Tipe transducer vibrasi
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Fundamental Vibrasi
Seberapa besar vibrasi diijinkan ?
1. Gunakan Batas Vibrasi Absolut
- diberikan oleh pembuat mesin
- gunakan Standard Vibrasi
Internasional, misalnya ISO
2372, VDI 2056, BS 4675
(Canadian Government -
Vibration Limit for
Maintenance)
2. Gunakan Batas Vibrasi Relatif
- gunakan histori mesin
- gunakan batas dari
pengalaman sendiri
- lihat kondisi baru
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Formula umur bearing
)
10
6.7753
Konst
:
menjadi
berubah
Konst
maka
lbs,
dalam
M
L,
C,
dan
inch/s
dalam
V
(Jika
(RPM)
speed
N
(mm/s)
vibrasi
V
(kg)
berat
M
10
2.6674
Konst
(kg)
service
-
in
bearing
beban
L
er)
manufactur
i
spesifikas
(dari
(kg)
bearing
kapasitas
C
(jam)
bearing
umur
H
N
16667
x
N
V
M
Konst
L
C
H
5
-
6
-
3
⋅
=
=
=
=
⋅
=
=
=
=
⎟
⎠
⎞
⎜
⎝
⎛
⎟
⎠
⎞
⎜
⎝
⎛
⋅
⋅
⋅
+
=
31. Copyright 2004- PT. Putranata Adi Mandiri – sole agent Prüftechnik AG, Germany 31
Contoh menggunakan formula umur bearing
(RPM)
1,800
speed
N
(mm/s)
15.24
vibrasi
V
(kg)
5,850
berat
M
10
2.6674
Konst
(kg)
450
service
-
in
bearing
beban
L
(kg)
9,000
bearing
kapasitas
C
(jam)
bearing
umur
H
tahun
1.13
365)
(24
9,971
jam
9,971
1,800
16667
x
1,800
15.24
5,850
10
2.6674
450
9,000
H
6
-
3
6
-
=
=
=
=
=
=
⋅
=
=
=
=
=
=
=
⋅
=
=
⎟
⎠
⎞
⎜
⎝
⎛
⎟
⎠
⎞
⎜
⎝
⎛
⋅
⋅
⋅
⋅
+
=
32. Copyright 2004- PT. Putranata Adi Mandiri – sole agent Prüftechnik AG, Germany 32
Ref
Batas
Peringatan
Batas
Bahaya
Ref
Batas
Peringatan
Batas
Bahaya
Monitoring Vibrasi
Mesin ‘A’ Mesin ‘B’
Mana mesin yang bagus ?
33. Copyright 2004- PT. Putranata Adi Mandiri – sole agent Prüftechnik AG, Germany 33
Waktu
Tingkat
Vibrasi
Mesin ‘A’
Batas Bahaya
Batas
Peringatan
Mesin ‘B’
Mana mesin yang bagus ?
Monitoring Vibrasi
34. Copyright 2004- PT. Putranata Adi Mandiri – sole agent Prüftechnik AG, Germany 34
Waktu
Tingkat
Vibrasi
Batas Bahaya
Batas
Peringatan
Mana mesin yang bagus ?
Mesin ‘B’
Mesin ‘A’
Monitoring Vibrasi
35. Copyright 2004- PT. Putranata Adi Mandiri – sole agent Prüftechnik AG, Germany 35
Overall Measurement
Time
Vibration
um
mils
mm/s
x x x
x x
x
x
x
x
x
x
x
x
Lead Time
Ref
Alert
Limit
Danger
Limit
Vibration
um
mils
mm/s
36. Copyright 2004- PT. Putranata Adi Mandiri – sole agent Prüftechnik AG, Germany 36
*
*
*
*
*
*
*
*
* *
*
*
* *
*
*
Poor Trend accuracy with no control
(Takes all data makes trend)
Danger Limit
Alert Limit
*
*
*
*
*
*
*
*
* *
*
*
* *
*
*
Improve Trend accuracy with Manual
Automatic Trending
(User define trend conditions)
Danger Limit
Alert Limit
Manual Automatic Trending
Vib Vib
Time Time
Trending with a Difference
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Trending Vibration RMS velocity
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Trending shock pulse method
5
/2
5
/9
8 6
/2
2
/9
8 7
/2
0
/9
8 8
/1
7
/9
8 9
/1
4
/9
8 1
0
/1
2
/9
8 1
1
/9
/9
8 1
2
/7
/9
8 1
/4
/9
9 2
/1
/9
9 3
/1
/9
9 3
/2
9
/9
9
d
a
te
-1
0
-5
0
5
1
0
1
5
2
0
2
5
3
0
3
5
4
0
4
5
5
0
S
h
o
c
k
P
u
ls
e
d
B
n
d
B
m
d
B
c
W
a
rn
in
g
C
a
rp
e
t
A
la
rm
C
a
rp
e
t
W
a
rn
in
g
M
a
x
A
la
rm
M
a
x
Path of Location : PT. CaltexWater PlantFresh Water
PumpCentrifugal PumpImpeller Sideshock pulse m. 120
Number of Meas. Values : 6
Meas. Task : Bearing
Meas. Type : Sum
Unit: dBn
SIM Date Time dBm dBc Ø (mm)
RPM dBia dBa
5/3/98 9:21:40 PM 9 1 80.00 -
20 0
6/2/98 8:46:42 PM 9 5 80.00 -
20 0
7/2/98 8:21:40 PM 11 3 80.00 -
20 0
8/8/98 6:03:53 PM 9 3 80.00
1500 20 0
9/18/98 1:18:12 AM 11 4 80.00
1500 20 0
3/23/99 11:48:27 PM -3 -10 80.00
1500 20 0
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Trending bearing condition
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Standar ISO 2372
Amplitudo
velocity
RMS
(mm/s)
Daya 15 kW
atau 20 HP
15 kW - 75 kW
atau 20 – 100 HP
Daya 75 kW
atau 100 HP
Turbomachinery
(Turbine/Comp dll)
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Standar ISO 10816-3
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Standard ISO 10816-3
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Persiapan untuk pengukuran vibrasi
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VIBCODE: pengenalan lokasi dengan cara otomatis
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Sistem VIBCODE
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Vibrasi dominan vertikal
POMPA/DN
MOTOR/DR
Penyebab Utama :
1. Pondasi (karatan, dudukan lemah, melengkung, baut kendor)
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Vibrasi dominan horizontal
BLOWER
MOTOR
Penyebab Utama :
1. Unbalance
2. Housing bearing
3. Gaya aerodinamik
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Vibrasi dominan aksial
BLOWER
MOTOR
Penyebab Utama :
1. Misalignment
2. Sleeve bearing
3. Housing bearing
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Vibrasi dominan vertikal, horizontal, aksial
Penyebab Utama :
1. Antifriction bearing
2. Shaft bengkok
3. Pondasi melengkung
BLOWER
MOTOR
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Fase
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Contoh fase - 2
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Contoh fase - 3
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Vibrasi gabungan
1
2
1 + 2
Amplitudo(1) = 10, Amplitudo(2) = 5, Amplitudo(1+2) = ???
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Vibrasi gabungan 1 frekuensi
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Vibrasi gabungan 1 frekuensi beda fase
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+ +
Time Signal
Machine Vibration Signal
S1 S2 S3
S1 + S2 + S3
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Spectrum frekuensi dari gelombang sinus
Frekuensi = 1 / T
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Time signal Spectrum frekuensi
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Machine Vibration Signal Time Signal
Vibration Fundamentals
Hz
Freq. Spectrum
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FFT Analysis
+ +
1X 5 kHz
FAST
FOURIER
TRANSFORMATION
Converting
time signal to
freq. spectrum
Eg.
1x = 1/T
T
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Spectrum Analysis
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Filtering
Window Function
Detectors
FFT
Sample 1
+ =
FFT Spectrum 1
Sample 2
Window Function
Detectors
FFT
Filtering
FFT Spectrum 2
Avg FFT Spectrum
FFT - Fast Fourier Transformation
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Time Signal:
transient signals, repeat
frequencies, beats and sine
waveform good visible
→ but:
Individual Frequencies of the
Vibration Spectrum
almost not visible
Amplitude Spectrum:
good visibility of the dominant
frequencies of the vibration signal
→ but:
transient Signals, shocks with
repeat frequency and beat signals
almost not visible
FFT
Fast Fourier
Transformation
Time vs FFT
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Spectrum frekuensi dari signal yang kompleks
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Contoh : Pompa centrifugal
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Spectra untuk bentuk gelombang yang standard
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Displacement, velocity acceleration spectra
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Fungsi window
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Skala linear dan logaritmis
Logaritmis
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Spectrum dengan alarmband
0 5 1
0 1
5 2
0 2
5 3
0 3
5 4
0 4
5 5
0 5
5 6
0 6
5 7
0 7
5 8
0 8
5 9
0 9
5 1
0
0
fH
z
0
.0
0
.5
1
.0
1
.5
2
.0
2
.5
3
.0
3
.5
4
.0
4
.5
5
.0
vm
m
/s
W
a
rn
in
g
A
la
rm
Location :PT. CaltexWater PlantFresh Water
PumpCentrifugal PumpImpeller Sidemach.
spectr. 600 including band alarm
# X Y
0 25.00 0.78
1 49.75 0.49
2 99.75 0.40
3 74.75 0.23
4 124.75 0.19
5 97.25 0.15
6 10.25 0.09
7 9.00 0.09
8 122.00 0.09
9 11.75 0.07
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Vibrasi harmonis dan vibrasi resonan
Vibrasi
harmonis
Vibrasi
resonan