Condition Monitoring & Vibration Fundamentals
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Kena Kenapa pa perl perlu u condi conditi tion on monit monitori oring ng ?
Biaya Biaya mainte maintenan nance ce setela setelah h pengen pengenala alan n condit condition ion monito monitoring ring
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Kena Kenapa pa perl perlu u condi conditi tion on monit monitori oring ng ?
Biaya Biaya mainte maintenan nance ce setela setelah h pengen pengenala alan n condit condition ion monito monitoring ring
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Peny Pe nyeb ebab ab dari dari brea breakd kdow own n mesi mesin n
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Apakah itu, Condition Monitoring ? Monitoring Parameters
Temperature Output Phase Motor Current Casing Expansion Eccentricity Valve position
Suara ! Apa lagi ?
Pressure Speed Vibration Oil Quality & Condition Differential Expansion Rotor position
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Tipe Monitoring Kerusakan pada mesin – Penyebab utama kerusakan Unbalance Misalignment
Temperature X
Lubrication Oil contam
X
Gear mesh defect
Blade defects
Stator defect
X
X
X
X
X
X
X
X
Component resonance
X
Belt vibrations Rotordefect
X
X
X
X
X
X
Bearing defect
Suara X Oil Analysis X
X
X
X
X
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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 ‘v i b r a s i ’ itu ?
V i b r a t i o n is a mechanical oscillation around a reference position.
In a machine, vibration is the result of internal dynamic forces created by the rotating elements. R ef er e n c e : In t r o d u c t i o n t o M a c h i n e ry A n a ly s i s a n d M o n i t o r i n g – S ec o n d E d i t i o n - b y J o h n S . M i tc h e l l
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Parameter-parameter vibrasi A = Amplitudo, T = Perioda waktu, f = 1/T = frekuensi φ = Phase
Harmonic motion is the simplest form of vibration, when plotted as a function of time, it is represented by a sinusoidal curve.
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Frekuensi rotasi
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Parameter umum pengukur vibrasi
Rms = Root Mean Square M = mean (rata-rata) P = Peak (puncak)
x (t ) = x p sin
⋅ t
x m
=
= 2 ⋅ f f =
1 T
x r ms
1
∫ T
=
T
0
1
x (t ) dt
Crest factor =
peak r ms
K factor = peak × r ms
∫ T
T
0
2
x (t )dt
Form factor =
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r ms mean 17
Faktor-faktor konversi untuk gelombang sinus Conversion
ke : Peak-to-Peak value
Peak value
Mean value
Effective / RMS value
Peak-to-Peak value
1
0.5
0.32 = 1/
0.35 = 1/2 2
Peak value
2
1
0.64 = 2/
0.71 =1/ 2
1
1.11 = /2 2
0.90 = 2 2/
1
Dari : Faktor
Median value
Effective/RMS value
3.14 =
2.83 = 2 2
1.57 = ½
1.41 = 2
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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 Shaft Vibration & Position Radial Casing Vibration
Axial Shaft Vibration & Position
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Contoh alat - 1
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Displacement, velocity & acceleration
x (t ) = x p sin
⋅ t
⎞ ⋅ x p cos ⋅ t = v p sin ⎛ ⋅ + t ⎜ ⎟ 2 ⎝ ⎠ 2 a ( t ) = − x p sin ⋅ t = a p sin ( ⋅ t + ) v (t ) =
x p = 1
2
⋅ x pp
v p = 2
⋅ f ⋅ x p = 6.28 ⋅ f ⋅ x p
a p = 4
2
⋅ f 2 ⋅ x p = 39.47 ⋅ f 2 ⋅ x p
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Bagaimana mengukur amplitudo vibrasi ?
x (t ) = x p sin
⋅ t
⎞ ⋅ x p cos ⋅ t = v p sin ⎛ ⎜ ⋅ t + ⎟ 2 ⎠ ⎝ 2 a ( t ) = − x p sin ⋅ t = a p sin ( ⋅ t + ) v (t ) =
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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 Copyright 2004- PT. Putranata Adi Mandiri – sole agent Prüftechnik AG, Germany
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Formula umur bearing
C ⎛ ⎞ H =⎜ ⎟ ⎝ L + Konst ⋅ M ⋅ V ⋅ N ⎠
3
16667 ⎞ ⎛ x⎜ ⎟ ⎝ N ⎠
H = umur bearing (jam) C = kapasitas bearing (kg) (dari spesifikasi manufactur er) L = beban bearing in - service (kg) Konst = 2.6674 ⋅10 -6 M = berat (kg) V = vibrasi (mm/s) N = speed (RPM) (Jika V dalam inch/s dan C, L, M dalam lbs, maka Konst berubah menjadi : Konst = 6.7753 ⋅10 -5 ) Copyright 2004- PT. Putranata Adi Mandiri – sole agent Prüftechnik AG, Germany
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Contoh menggunakan formula umur bearing
9,000 ⎛ ⎞ ⎟ -6 ⎝ 450 + 2.6674 ⋅10 ⋅ 5,850 ⋅15.24 ⋅1,800 ⎠
3
H=⎜
=
9,971 (24 ⋅ 365)
⎛ 16667 ⎞ ⎟ = 9,971 jam ⎝ 1,800 ⎠
x⎜
= 1.13 tahun
H = umur bearing (jam) C = kapasitas bearing = 9,000 (kg) L = beban bearing in - service = 450 (kg) Konst = 2.6674 ⋅10-6 M = berat = 5,850 (kg) V = vibrasi = 15.24 (mm/s) N = speed = 1,800 (RPM)
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Monitoring Vibrasi Mana mesin yang bagus ? Batas Bahaya
Batas Bahaya
Batas Peringatan
Batas Peringatan
Ref
Ref
Mesin ‘A’
Mesin ‘B’
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Monitoring Vibrasi Mana mesin yang bagus ? Tingkat Vibrasi
Batas Bahaya
Mesin ‘A’
Batas Peringatan
Mesin ‘B’
Waktu
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Monitoring Vibrasi
Mana mesin yang bagus ? Tingkat Vibrasi
Batas Bahaya Batas Peringatan Mesin ‘A’
Mesin ‘B’
Waktu
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Overall Measurement
Vibration um mils mm/s
x
Danger Limit
x
xx
x x
x
x x
x
x x
x
Alert Limit
Vibration um mils mm/s
Ref
Lead Time
Time
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Manual & Automatic Trending
Trending with a Difference Vib
Vib
Danger Limit
Alert Limit
Alert Limit Limit * * *
* *
Danger Limit
* *
*
* * *
* * * * * *
*
*
* *
*
* * *
* * * * * * *
Time
Time
Poor Trend accuracy with no control (Takes all data & makes trend)
Improve Trend accuracy with Manual & Automatic Trending (User define trend conditions)
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Trending Vibration RMS velocity
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Trending shock pulse method
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Path of Location : PT. Caltex\Water Plant\Fresh Water Pump\Centrifugal Pump\Impeller Side\shock pulse m. >120
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Number of Meas. Values : 6
ShockPulsedBn
Meas. Task : Bearing
40 AlarmM ax
Meas. Type : Sum
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Unit: dBn
30 W arningM ax
dBc dBa
Ø (mm)
9:21:40 PM 9 20 0
1
80.00
-
6/2/98
8:46:42 PM 9 20 0
5
80.00
-
dBm
7/2/98
8:21:40 PM 11 20 0
3
80.00
-
dBc
8/8/98
6:03:53 PM 9 1500 20
3 0
80.00
9/18/98
1:18:12 AM 11 1500 20
4 0
80.00
3/23/99
11:48:27 PM -3 1500 20
-10 0
80.00
25 20
AlarmC arpet
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SIM Date
Time RPM
5/3/98
W arningCarpet 10 5 0 -5 10
5/25/98 6/22/98 7/20/98 8/17/98 9/14/98 10/12/98 11/9/98 12/7/98 1/4/99 2/1/99 3/1/99 3/29/99 date
dBm dBia
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Trending bearing condition
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Standar ISO 2372 A m p l i t u d o v e l o c i t y R M S ( m m / 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
MOTOR/DR
POMPA/DN
Penyebab Utama : 1. Pondasi (karatan, dudukan lemah, melengkung, baut kendor)
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Vibrasi dominan horizontal
MOTOR
BLOWER
Penyebab Utama : 1. Unbalance 2. Housing bearing 3. Gaya aerodinamik Copyright 2004- PT. Putranata Adi Mandiri – sole agent Prüftechnik AG, Germany
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Vibrasi dominan aksial
MOTOR
BLOWER
Penyebab Utama : 1. Misalignment 2. Sleeve bearing 3. Housing bearing Copyright 2004- PT. Putranata Adi Mandiri – sole agent Prüftechnik AG, Germany
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Vibrasi dominan vertikal, horizontal, aksial
MOTOR
BLOWER
Penyebab Utama : 1. Antifriction bearing 2. Shaft bengkok 3. Pondasi melengkung Copyright 2004- PT. Putranata Adi Mandiri – sole agent Prüftechnik AG, Germany
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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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Machine Vibration Signal
Time Signal S1 + S2 + S3
+
+ S1
S2
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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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Vibration Fundamentals Machine Vibration Signal
Time Signal
Freq. Spectrum
Hz Copyright 2004- PT. Putranata Adi Mandiri – sole agent Prüftechnik AG, Germany
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FFT Analysis FAST FOURIER TRANSFORMATION
+
+
T
Eg. 1x = 1/T
Converting time signal to freq. spectrum 1X
5 kHz
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Spectrum Analysis
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FFT - Fast Fourier Transformation
Sample 1
Sample 2
Filtering
Filtering
Window Function
Window Function
Detectors
Detectors
FFT
+
FFT
= Avg
FFT Spectrum 1
FFT Spectrum
FFT Spectrum 2
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Time vs FFT Time Signal:
FFT Fast Fourier Transformation
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
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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
vmm/s 5.0
Location :PT. Caltex\Water Plant\Fresh Water Pump\Centrifugal Pump\Impeller Side\mach.
4.5
spectr. >600 including band alarm
4.0
#
X
Y
3.5
0
25.00
0.78
3.0
1
49.75
0.49
2.5
2
99.75
0.40
2.0
3
74.75
0.23
4
124.75
0.19
Alarm
5
97.25
0.15
Warning
6
10.25
0.09
7
9.00
0.09
8
122.00
0.09
9
11.75
0.07
1.5 1.0 0.5 0.0
0
5
10 15
20
25
30
35
40
45
50
55
60
65
70
75
80
85
90
95 100 f Hz
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