2015 stle wet seal final trc san andres... · 2020. 8. 18. · title: microsoft powerpoint -...
TRANSCRIPT
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Q. Liu & X. LuGraduate Research Assistants
2015 STLE Annual Meeting & Exhibition, May 17-21, 2015, Dallas, TX
Measurements Of Leakage and Force Coefficients in a Short Length Annular Seal Operating with a Gas in Oil Mixture
Supported by TAMU Turbomachinery Research Consortium
Luis San AndrésMast-Childs Chair ProfessorFellow STLE
May 2015
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Bubbly Mixture Annular Pressure Seals
• As oil fields deplete compressors work off-design with liquid in gas mixtures, mostly inhomogeneous.
• Similarly, oil compression station pumps operate with gas in liquid mixtures.
• The flow condition affects compressor or pump overall efficiency and reliability.
• Little is known about seals operating under 2-phase conditions, except that the mixture affects seal leakage, power loss and rotordynamic force coefficients; perhaps inducing random vibrations that are transmitted to the whole rotor-bearing system.
JustificationSeals operate with either liquids or gases, but not both……
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Subsea Application: Wet Gas Compression
Brenne, L., Bjørge, T., Bakken, L., and Hundseid, Ø., 2008, "Prospects for Sub Sea Wet Gas Compression," ASME Paper GT2008-51158.
Brenne, L., Bjørge, T., Gilarranz, J., Koch, J., and Miller, H., 2005, “Performance Evaluation of A Centrifugal Compressor Operating under Wet Gas Conditions,” Proc. 34thTurbomachinery Symposium, Houston, TX, pp. 111~120
Bertoneri, M., Duni, S., Ransom, D., Podesta, L., Camatti, M., Bigi, M., and Wilcox, M., 2012, “Measured Performance of Two-stage Centrifugal Compressor under Wet Gas Conditions,” ASME Paper GT2012-69819.
Vannini, G., Bertoneri, M., Del Vescovo, G., and Wilcox, M., 2014, “Centrifugal Compressor Rotordynamics in Wet Gas Conditions,” Proc. 43rd Turbomachinery & 30thPump Users Symposia, Houston, TX.
Bertoneri, M., Wilcox, M., Toni, L., and Beck, G., 2014, “Development of Test Stand for Measuring Aerodynamic, Erosion, and Rotordynamic Performance of a Centrifugal Compressor under Wet Gas Conditions,” ASME Paper GT2014-25349.
Announce / assess the effects of two phase flow in wet gas compression: drop in efficiency and reliability, excessive vibration and rotordynamic stability.
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Background literature
Experimental & Physical Modeling
Tao, L., Diaz, S., San Andrés, L., and Rajagopal, K.R., 2000, "Analysis of Squeeze Film Dampers Operating with Bubbly Lubricants" ASME J. Tribol., 122.
Squeeze film dampers
Diaz, S., and San Andrés, L., 2002, “Pressure Measurements and Flow Visualization in a Squeeze Film Damper Operating with a Bubbly Mixture,” ASME J. Tribol., 124.
Diaz, S., and San Andrés, L., 2001, “A Model for Squeeze Film Dampers Operating with Air Entrainment and Validation with Experiments,” ASME J. Tribol., 123..
Diaz, S., and San Andrés, L., 2001, "Air Entrainment versus Lubricant Vaporization in Squeeze Film Dampers: An Experimental Assessment of their Fundamental Differences,” ASME J. Eng. Gas Turbines Power, 123.
Sponsored by National Science Foundation and TAMU Turbomachinery Research Consortium, June 1998- May 2002
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Experimental – Seals (two phase)
Iwatsubo, T., and Nishino, T., 1993, “An Experimental Study on the Static and Dynamic Characteristics of Pump Annular Seals,“ 7th Workshop on Rotordynamic Instability Problems in High Performance Turbomachinery, Texas A&M University.
Computational – Seals (two phase)
Literature: Two Phase Flow in Annular Seals
Hendricks, R.C., 1987, "Straight Cylindrical Seals for High Performance Turbomachinery," NASA TP-1850.
Arauz, G., and San Andrés, L., 1998, “Analysis of Two Phase Flow in Cryogenic Damper Seals, I: Theoretical Model, II: Model Validation and Predictions,” ASME J. Tribol., 120.
Beatty, P.A., and Hughes, W.F., 1987, "Turbulent Two-Phase Flow in Annular Seals," ASLE Trans., 30.
Arghir, M., Zerarka, M., Pineau, G., 2009 "Rotordynamic Analysis of Textured Annular Seals with Mutiphase (Bubbly) Flow, “Workshop : “Dynamic Sealing Under Severe Working Conditions” EDF – LMS Futuroscope.
San Andrés, L., 2012, “Rotordynamic Force Coefficients of Bubbly Mixture Annular Pressure Seals,” ASME J. Eng. Gas Turbines Power, 134.
NEED EXPERIMENTAL
validation.
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Experimental – Seals (two phase)Iwatsubo, T., and Nishino, T., 1993, “An Experimental
Study on the Static and Dynamic Characteristics of Pump Annular Seals,“ 7th Workshop on Rotordynamic Instability
Problems in High Performance Turbomachinery.
NO description of water lubricated seal (L, D, c) or gas type…..
Tests at shaft speed 1.5-3.5 krpm and supply pressure=1.2 - 4.7 bar.
Gas/liquid volume fraction =0, 0.25, 0.45, 0.70
Mxx
Cxx
Kxx
, gas volume fraction increases
Stiffness, damping and mass coefficients decrease
as gas volume fraction increases.
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• Application–Subsea compression and pumping(wet compressors must operate with LVF up to 5%)
• Effect of two component flow on seal– Leakage rate– Dynamic force coefficients– Stability
• Status of current research: – Bulk-flow model available– Lack of experimental validation
Motivation
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• Design and construct test rig.• Make oil-gas mixtures with liquid volume
fraction (LVF) at inlet plane from 0.0~1.0.• Measure flow rate thru seal for range of
LVF & pressure supply/discharge = 1 to 4. • Measure test system periodic forced
response and perform parameter identification.
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Overview of this work
room temperature 20oC. Stationary (non-rotating) journal.
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Wet Seal Test Rig
Main frame
Support pipe
Thermocouple
Accelerometer
Load cell
Eddy current sensor
Dynamic pressure sensor
Bearing cartridge
Rotor
Top plate
Air-Oil Mixture
seal clearance
Rotor
Bearing
Shaker
Shaker
Shaker
Stinger
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Flows & Mixture
Air InletOil Inlet
(ISO VG 10)
Test seal section
Valve
ValveSparger(mixing) element
Oil
Air
Ps/Pa=1.5, inlet LVF= 2%
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Seal cartridgeSeal
Diameter 127 mm (5in)Length 46 mm (1in)clearance 0.127 mm (5mil)
Supply pressure 1~3.5 barOil ISO VG 10
density 846 kg/m3
viscosity 18 cP at 20ºCAir density 1.2 kg/m3 at
1barviscosity 0.02 cP at
20ºC, 1bar
Flow
Seal
Rotor & journal
L/D=0.36
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Flow rate of mixture vs. supply pressure 1.1 ~3.5bar (abs)Room temperature ~20ºC– Liquid volume fraction (at supply pressure) at inlet:
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Flow Rate Measurement
Mass fraction is constant as there is no mass transfer between oil and air.
LVF= Qlβ =inlet PaQ +Ql g Ps
Oil
Air
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0.012
0.014
0.016
0.018
0.02
0.022
0 0.2 0.4 0.6 0.8 1
Mass flow ra
te of m
ixture [k
g/s]
seal inlet LVF
Mass Flow Rate in Wet SealSupply PS=3.5 bar(abs), ambient Pa=1 bar(abs), (non-rotating) journal.
Liquid mass fraction () is large even for small LVF because of large density ratio (oil/air)~200 .Flow ranges from turbulent (pure air) to laminar (pure oil).Predicted flow ~ 10% lower than measured.
L/D=0.36 c=0.127 mm
Ps/Pa=3.5
Reynolds #
Liquid mass fraction
mass flow rate
Measurement
Prediction
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Flow visualization in Wet Sealambient pressure Pa=1 bar(abs),
inlet temperature 20oC. Non-rotating journal.
Inlet LVF=0.45
Smaller bubbles with
higher supply
pressureL/D=0.36 c=0.127 mm
Seal land length= 46 mm
Top
Bottom
Top
Bottom
PS=1.5bar(abs)=0.45
PS=3.0 bar(abs)
=0.45
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Force Coefficients in Annular SealsSeal reaction force is a
function of the fluid properties, flow regime,
operating conditions and geometry.
For small amplitudes of rotor lateral motion: forces are linearized
with stiffness, damping and inertia force
coefficients:
c
rotor
L
D
Axial pressure field (liquid)
stator
Pa
PS Pe
W Axial velocity
X
Y
Film thickness H=c+eX coseY sin
rotor
X XX XY XX XY XX XY
Y YX YY YX YY YX YY
F K K C C M Mx x xF K K C C M My y y
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Model system (2-DOF): structure + sealEOM: Time Domain
EOM: Frequency Domain
Measure:
Estimate Parameters:
K C M
K, C, M
Parameter Identification
S SEAL S SEAL BC SEAL(K +K )z+(C +C )z+(M +M )z=F
2iω ω K + C - M z = F
Load F=Fo sin(t) Displacement z,
R e ( )
Im ( ) (?)
2ω
ω
H K - M
H C
1( ) ( ) 2iω ω H z = F H K + C - M = F z
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0
5
10
15
0 20 40 60 80 100
Dis
plac
emen
t (um
)
Frequency (Hz)
inlet LVF 0%inlet LVF 4%
-90
-60
-30
0
30
60
90
0 0.02 0.04 0.06 0.08 0.1
Load
(N)
Time (s)
inlet LVF 0% inlet LVF 4%0
10
20
30
40
50
0 0.02 0.04 0.06 0.08 0.1
Dis
plac
emen
t (um
)
Time (s)
inlet LVF 0% inlet LVF 4%
Applied load and seal motion X direction, frequency = 30 Hz
FFT
0
5
10
15
20
0 20 40 60 80 100
Load
(N)
Frequency (Hz)
inlet LVF 0%
inlet LVF 4%
FFT
Load Displacement
Unexplained drift at low frequencies
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Seal coefficients (K, C, M)SEAL = (K, C,M) – (K, C, MBC)S
SEAL Test system(lubricated)
Structure (dry)
•Instrumental Variable Filter Method (IVFM) (Fritzen, 1985, J.Vib, 108)
2Re H K M Im (?) H CComplex stiffness
Parameter Identification
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-4
0
4
0 50 100 150 200
Rea
l(H) (
MN
/m)
Frequency (Hz)
Hᵪᵪ
Hᵧᵧ
K - Mω²0
4
8
12
16
20
0 50 100 150 200
Imag
inar
y(H
) (M
N/m
)
Frequency (Hz)
Hᵪᵪ
Hᵧᵧ
Ps/Pa=2, inlet LVF 2%
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Test System Dynamic Stiffness2.0 = Supply pressure PS/ambient pressure Pa
inlet temperature 20oC. (non-rotating) journal.
βinlet=0.02
βinlet=0.04
liquid volume fraction at inlet:
K-2M fits well the test
data. -16
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-4
0
4
0 50 100 150 200
Rea
l(H) (
MN
/m)
Frequency (Hz)
Hᵪᵪ
Hᵧᵧ
K - Mω²
Uncertainty ±0.7MN/m
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-12
-8
-4
0
4
0 50 100 150 200
Rea
l(H) (
MN
/m)
Frequency (Hz)
Hᵪᵪ
Hᵧᵧ
K - Mω²
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Test System Quadrature Stiffness2.0 = Supply pressure PS/ambient pressure Pa
inlet temperature 20oC. (non-rotating) journal.
liquid volume fraction at inlet (
Ima(H) shows damping is frequency
dependent. Very little
damping with all gas.
βinlet=0.0
0.0 (all air)
(mm=6±0.8 g/s)
βinlet=0.02
0.90
(mm=6±0.2 g/s)
βinlet=0.04
0.95
(mm=7±0.2 g/s)
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0
0.2
0.4
0.6
0.8
1
0 50 100 150 200
Imag
inar
y(H
) (M
N/m
)
Frequency (Hz)
Hᵪᵪ
Hᵧᵧ
0
4
8
12
16
20
0 50 100 150 200
Imag
inar
y(H
) (M
N/m
)
Frequency (Hz)
Hᵪᵪ
Hᵧᵧ
Hᵪᵪ Hᵧᵧ
Inlet LVF 0%
Inlet LVF 4%
Uncertainty: ±0.7MN/m
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10
100
1,000
10,000
100,000
0 50 100 150 200
Cyy
_sea
l (N
-s/m
)
Frequency (Hz)
10
100
1,000
10,000
100,000
0 50 100 150 200
Cxx
_sea
l (N
-s/m
)
Frequency (Hz)
Wet Seal Direct Damping C=Im(H)/2.0 = Supply pressure PS/ambient pressure Pa
Stationary (non-rotating) journal. βinlet=0.04
βinlet=0.02
βinlet=0 (all air)
βinlet=0.02
βinlet=0
βinlet=0.04
liquid volume fraction at inlet 0% (all gas), 2%, 4%.
Damping is frequency dependent.
Small LVF causes damping to increase 20
fold w/r to air only.
CXX & CYY differ due to uneven clearance and
inhomogenous flow
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• Seal mass and stiffness coefficientsParameter Identification
LVF at seal Liquid mass KXXseal KYYseal MXXseal MYYsealinlet fraction MN/m MN/m kg kg
0 0 1.4 1.0 0 0
2% 90% 1.5 1.3 0.3 0.7
4% 95% 2.5 1.3 1.2 0.9
With mixture, CXX>CYYmixture is not evenly distributed in seal clearance. Liquid volume is larger in X direction than in Ydirection
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• Assembled new test rig and trouble shoot.• Generate mixtures and measure flow rates:
– LVF = 1% to 100%– supply pressure up to 50 psig (3.5 bar abs)– Rotor speed: stationary
• Forced response – Installed shakers and performed single frequency
dynamic load measurements– Identification of force coefficients
• Visual inspection of bubbly mixture23
Completed work
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Conclusion• Mass flow rate through seal dictated by liquid
content (density ratio ~ 200).• Damping coefficients are frequency dependent.
For operating conditions with a small volumefraction of oil in gas (4%), damping can be up totwenty times larger than that obtained for the puregas condition.
• The effect of a few droplets of liquid onaffecting the test system forced response isoverwhelming.
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• Extend the range of LVF at seal inlet in tests to quantify its effect on force coefficients.
• Operate test seal rig with journal rotation (6 krpm) and with a higher supply pressure (6 bar).
• Benchmark bulk-flow model predictions1.• Extend existing predictive model1 considering
inhomogeneous flow.
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Future Work
San Andrés, L., 2012, “Rotordynamic Force Coefficients of Bubbly Mixture Annular Pressure Seals,” ASME J. Eng. Gas Turbines Power, 134 (2), p. 022503.
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Acknowledgments
Turbomachinery Laboratory Staff and Students• Turbomachinery Research Consortium
Questions (?)
Learn more at http://rotorlab.tamu.edu
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