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Jennifer Ayre, Swinton Technology
by
Oil and Gas Focus Group MeetingWeds 11th May 2011, Norwich
Prognosis and Venturi Meters (wet gas application)
DP Meter Diagnostics – the Theory
One Meter body
P1
t1 t2
DPt
Simplified Venturi meter diagram
Traditional flow rate prediction equation
Traditional DP
DP Meter Diagnostics – the Theory
One Meter body
P1
t1 t2 t3
DPt
Additional downstream tapping
, 3 DP readings
DP Meter Diagnostics – the Theory
One Meter body, 3 DP readings
P1
t1 t2 t3
DPt
DPppl
DPr
Recovered DPPermanent
Pressure Loss
DP Meter Diagnostics – the Theory
One Meter body, 3 DP readings
P1
t1 t2 t3
DPt
DPppl
DPr‘Permanent Pressure Loss’ flow rate prediction equation
‘Recovered DP’ flow rate prediction equation
DP Meter Diagnostics – the Theory
One Meter body, 3 DP readings provides:
3 flow rate predictions!
Flow coefficients found during meter calibration
DP Meter Diagnostics – the Theory
One Meter body, 3 DP readings provides:
3 DP ratios
DP ratios found during meter calibration
DP Meter Diagnostics – the Theory
One Meter body, 3 DP readings provides:
3 flow rate predictions
AND
3 DP ratios
DP Meter Diagnostics – the Theory
One Meter body, 3 DP readings provides:
&
&
&
3 flow rate inter-comparisons
comparable uncertainty
DP Meter Diagnostics – the Theory
One Meter body, 3 DP readings provides:
&
&
&
3 DP ratio comparisons (actual v calibrated)
comparable uncertainty
DP Meter Diagnostics – the Theory
One Meter body, 3 DP readings provides:
DP pair flow rate comparison
DP ratio comparison
&
&
&
6 diagnostic results (and comparable uncertainties)
DP Meter Diagnostics – the Theory
One Meter body, 3 DP readings provides:
DP pair normalised flow rate comparison
normalised DP ratio comparison
&
&
&
3 PAIRS of normalised diagnostic results
Correctly operating meter: each result between -1 and +1
(x1,y1)(x2,y2)
(x3,y3)(-1,-1) (1,-1)
(1,1)(-1,1)
DP Meter Diagnostics – the Theory
One Meter body, 3 pairs of normalised diagnostic results, plotted on a Normalised Diagnostic Box (NDB)
&
&
&
x - normalised flow rate comparison
y -
norm
alis
ed D
P r
atio
co
mpa
rison
(-1,-1) (1,-1)
(1,1)(-1,1)
DP Meter Diagnostics – Prognosis
Live Field Trials: BP and ConocoPhillips, Orifice meters
North Sea Flow Measurement Workshop Paper 2010
Now a commercially available system (software + I/O gathering)
Can we utilise the Prognosis system (designed and proven for single phase flows) to provide real time monitoring and indication of change in liquid loading of wet gas?
Petronas Carigali Metering Team challenge...
Not before considered
Challenges When Measuring Wet Gas
• The ‘apparent’ wet gas flow rate must be ‘corrected’ using a correlation method – requires a spot check to determine the liquid flow rate and Lockhart Martinelli parameter
• Wet gas is a hostile environment for transmitters – integrity of DP readings is a big issue– Saturated DP transmitters are common– Transmitters often damaged – drift– Water ; hydrates, salt deposits and scale often
block impulse lines
Petronas Carigali Offshore Platform
100 km North-West of KotaKinabalu, Sabah, East Malaysia
• Operating since 2004
• The platform has 4 Venturi meters measuring wet gas
• Throughput averaging 30 mmscf/d per flow line
• Hydraulic workover campaign - Production increase from 30 mmscf / d to 72 mmscf / d on two of the flow lines
Petronas Carigali Offshore Platform
Petronas Wet Gas Application
• New 6”, 0.7 beta ratio Venturi meter to replace one existing
• DP Meter Diagnostic solution (Prognosis) applied to new Meter to help identify when liquid loading changes
• Tracer dilution + wet gas correlation to correct the apparent gas mass flow rate
Petronas Wet Gas Application
Meter to be replaced
Petronas Wet Gas Application
• New 6”, 0.7 beta ratio Venturi meter to be dry gas calibrated
• And wet gas tested
to find Discharge Coefficient (Cd) + all diagnostic parameters
to prove wet gas performance in line with accepted theory
to assess the suitability of the Prognosis solution for detecting change in liquid loading
Dry Gas Calibration and Wet Gas Tests CEESI Colorado
Dry Gas Calibration
CEESI air blow down facility
Reynolds number of up to 20,000,000
Dry Gas Calibration - Results
Meter flow coefficients found during calibration
Discharge Coefficient = 1.014 (+/-1%)
Dry Gas Calibration - Results
Meter DP Ratios found during calibration
PLR = 0.067 (+/- 4%)
Flow Coefficients DP Ratios Parameter Uncertainty Parameter Uncertainty Cd = 1.014 x = 1% PLR = 0.067 a = 4% Kr = 1.047 y = 1% PRR = 0.9335 b = 1% Kppl = 2.205 z = 1.5% RPR = 14.03 c = 3.5%
Dry Gas Calibration - Results
All found to be constant with low associated uncertainties
Reading of all 3 DPs during calibration enabled identification of all diagnostic parameters
Prognosis Response to Dry Gas
Baseline Single Phase Diagnostic Results
All single phase flow calibration data plotted on mass on NDB
Low DPppl (relative to the other 2 DPs) means more scatter of points that includeDPppl
Pipe ID set too high at 14.63cm (schedule 80)Approx measurement error -2.5%
Prognosis Response to Wrong Pipe ID (wrong schedule)
Actual pipe ID 13.9725cm (schedule 120)
Pipe ID set too small at 13.18cm (schedule 160)Approx measurement error +4.4%
Throat diameter too low at 3.7507” (9.5268cm)Approx measurement error -6.6%
Prognosis Response to Wrong Throat Diameter
Actual throat diameter 9.7808cm (3.8506”)
Throat diameter too high at 10cmApprox measurement error +6.1%
Cd set too low at 0.995 (ISO Nominal Discharge Coefficient!) Approx measurement error -1.9%
Prognosis Response to Wrong Cd
Actual Cd 1.014 (+/-1%)
Cd set too high at 1.041 Approx measurement error +2.7%
Illustrates need to have meter calibrated to find correct Discharge Coefficient
Wet Gas Testing
CEESI wet gas flow loopFluid: natural gas and a light hydrocarbon liquid (exxsol D80 - kerosene substitute)
Wet Gas Parmeters
DR = gas to liquid density ratio (dimensionless representation of pressure)
Frg = gas densimetric Froude number
(dimensionless representation of flow rate)
XLM = Lockhart Martinelli parameter (dimensionless representation of liquid loading)
Wet Gas Definition: gas and liquid flow such that 0< XLM < 0.3Petronas wet gas application: XLM ≈ 0.02
Wet Gas Testing Conditions
0 ≤ XLM ≤ 0.12
DR = gas to liquid density ratio (dimensionless representation of pressure)
Wet Gas Testing Conditions
DR Pressure (bar)
Flow rate
(m/s)
Frg
0.034 35 3.3 1.30.034 35 4.3 1.70.078 75 5 1.40.078 75 7.4 2.00.078 75 9.7 2.7
Pressures of 35 bar and 75 bar Gas flow rates up to 12 m/s
Frg = gas densimetric
Froude number
(dimensionless representation
of flow rate)
Wet Gas Testing – Meter ResponseThe higher the liquid loading (XLM), the larger the over-reading
The larger the pressure (DR), the lower over-reading
Petronas meter wet gas data agrees with established theories
Wet Gas Testing – Meter ResponseThe higher the Xlm the higher the PLR
The higher the Pressure (DR) the less an increase in PLR
Petronas meter wet gas data agrees with established theories
Wet Gas Testing – Meter Response
Hence monitoring PLR can indicate shifts in liquid loading and instigate a new spot check (a well established technique)
The Petronas meter is performing in agreement with established theory and in line with all published data
What is Prognosis response to wet gas and change in liquid loading?
Prognosis Response to Wet Gas
Point closest to origin (XLM = 0.005, DR = 0.078, Frg = 2.7)
All Petronas meter wet gas test data plotted on NDB
VERY sensitive, even at very low liquid loadings
0.005
0.010
0.020
0.049
0.099
XLM
All data from density ratio (DR) 0.034, gas densimetric Froude number (Frg) 1.7
Prognosis Response to Wet Gas
As the liquid loading increases, the ‘DPt & DPppl’ point moves further away from the NDB.
Same with other two points but not as noticeable
Same trend for all other DR and Frg data sets
0.005
0.010
0.020
0.049
0.099
XLM
Prognosis Response to Wet Gas
Very sensitive to small change in liquid loading
Monitoring this point offers a real time check on the liquid loading of the wet gas flow
But NDB is dwarfed and too small for any practical use
Non zeroed wet gas point
Zeroing of Prognosis Response to Wet GasWet gas point, DR = 0.078, Frg = 2.7, XLM = 0.005
Zeroed wet gas point, Z = 0.0606
Z factor (Z = PLRact – PLRcal ) is used to remove the effect of the current wet gas condition
‘zero’
‘Zeroing’ means no need for operator to closely monitor co-ordinates. Can simply have an alarm when points move ‘outside the NDB’
XLM = 0.010, Z = 0.0606
XLM = 0.005, Z = 0.0606
Zeroing of Prognosis Response to Wet Gas
DR = 0.078 and Frg = 2.7
Previously ‘zeroed’ wet gas results (XLM = 0.005)
Diagnostic response to liquid load increase( new XLM = 0.010)
Xlm = 0.01, Z = 0.0924
Xlm = 0.005, Z = 0.0924
Zeroing of Prognosis Response to Wet Gas
The pattern of the points as they move outside of the NDB indicates if the liquid loading has increased or decreased
DR = 0.078 and Frg = 2.7Wet gas results (XLM = 0.010) ‘zeroed’ using Z = 0.0924
Subsequent DECREASE in liquid loading (XLM = 0.005)
Example: Wet Gas, Xlm = 0.05, Approximate measurement error +15%Apparent gas flow rate = 1.15 x Actual gas flow rate Wet gas DP = 1.32 x Dry gas DP ((1.15)^2 = 1.32 )→Saturated DPs are common
DP Transmitter Integrity Issues
Saturated DP → negative bias in flow rate predictionIncreased PLR → too high liquid loading assumed (apparent flow rate ‘over-corrected’)
Traditionally NO WARNING SYSTEM for false DP readings
Huge potential for mis-measurement
Solid points: Non-zeroed ‘wet gas’ data (XLM = 0.05) . Hollow points :same data but saturated traditional DP
Actual DPt =135.5 barSaturated DPt = 124.4 bar
Saturated DP Transmitter Example
Effect of saturated DPt is dwarfed by effect of wet gas on NDB
BUT.... Prognosis has ability to detect this!
Any true DPs must agree with first law of thermodynamics!
91.8 bar + 43.6 bar = 135.5 bar Compared to traditional DP of 124.4 bar
+8.9% Difference in measured and inferred traditional DP’s
Saturated DP Transmitter Example
DPr + DPppl = DPt
Automatic check performed by Prognosis software (typically an alarm is raised if difference > 1%)
Saturated DP Transmitter Example: Dry Gas
Solid points: dry gas data
Hollow Points: same data point but saturated DPt
Error in any of the three DPs displays a distinct pattern on the NDB – Clear WHICH DP reading is in error
Dry OR Wet gas: Prognosis makes a simple check of this sum and can detect any false DP reading
DPr + DPppl = DPt
Summary
• During both dry gas calibration and wet gas testing, the Petronas meter was proven to be repeatable and to behave in line with accepted theory and published data
• Prognosis system performed as expected and identified simulated errors during the dry gas calibration
• During the wet gas testing the Prognosis system was shown to be VERY sensitive to liquid flow in gas flow
Summary• Zeroing of wet gas diagnostic results allows easy
detection of change in liquid loading and pattern of results determines increase or decrease
• AS LONG AS THREE DPs ARE BEING READ Prognosis will also alert the user as soon as any of the DPs is in error due to saturation / damage / blocked impulse lines
• When measuring dry gas, Prognosis can identify WHICH DP is in error
Realisation
Real time monitoring of system health
Clear indication when liquid loading changes
PLUS - Simple yet powerful check on DP accuracy
Field Data I/O
Flow Computer
Including additional DPs
Petronas Application of Prognosis System
PC running Prognosis Software
Petronas Field Experience
Planned Installation Date
July 2011
Petronas view“Petronas are delighted to be pioneers of this new DP Meter diagnostic technology and can see huge benefits in measuring wet gas. Benefits above other methods of monitoring wet gas are clear as Prognosis can identify when there is a Saturated DP transmitter as opposed to a change in liquid loading hence reducing ‘false alarms’ which would otherwise wrongly predict a change in liquid loading.”
Deverapalli Vijay, Petronas Carigali
Centrica Ensign Project
Prognosis for:3 x 6” Venturi Meters1 x 10” Venturi Meter
Potential wet gas issues!
Calibrations found all diagnostic parameters fit to Reynolds number with low uncertainties
Centrica Ensign Project
Calibration results
6” meter no.1Diagnostic Parameter Uncertainty
(+/-)
Cd = 1.007+(1e-9)*R 0.65%
Kr = 1.097-(1e-9)*R 1.00%
Kppl = 0.433-(3.6e-9)*R 0.65%
PLR = 0.147+(1.6e-9)*R 1.60%
PRR = 0.847-(1e-9)*R 0.50%
RPR = 4.74-(6.2e-8)*R 1.60%
6” meter no.2Diagnostic Parameter Uncertainty
(+/-)
Cd = 0.994+(8e-10)*R 0.45%
Kr = 1.09-(1e-9)*R 0.80%
Kppl = 0.409-(4e-9)*R 0.45%
PLR = 0.159+(2e-9)*R 1.00%
PRR = 0.836-(1e-9)*R 0.90%
RPR = 5.32-(6.3e-8)*R 1.10%
Centrica Ensign ProjectMeter no.1 using calibration results for meter no.2:
The Future?
Proven on single phase applications to provide powerful diagnostic information for any DP meter
Proven to provide a method of monitoring liquid loading changes on wet gas Venturi applications AND identify DP measurement errors
Establish magnitude of DP measurement error based on given information and pattern of results
Thank YouQUESTIONS?