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“Don’t Forget Viscosity” Dave Bergman BP America July 28, 2004. Core Laboratories and The Petroleum Technology Transfer Council 2nd Annual Reservoir Engineering Symposium. “From the Matrix to the Market – What You Don’t Know CAN Hurt You”. Viscosity Important to: Reservoir Modeling
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“Don’t Forget Viscosity”Dave BergmanBP AmericaJuly 28, 2004 Core Laboratories and The Petroleum Technology Transfer Council 2nd Annual Reservoir Engineering Symposium. “From the Matrix to the Market – What You Don’t Know CAN Hurt You”
Viscosity Important to: Reservoir Modeling Production Rates Mobility for water Flooding Flow Assurance Rates Heat Transfer Facility Pump Design Equipment Sizing Pipeline Diameters Heat Transfer Area Just about any calculation you make will be dependent on Viscosity. As Many Correlations as “Fish in the Sea” Are all equally valid for your data? Without data, +_50% (1 STD) errors in Prediction Background
Export Pipeline Example: Pressure Drop by Correlation
Neither Correlation was Correct BR correlation used LOG(T,F) so Viscosity= Infinity at T=0F Wrong temperature Dependency over all temperatures, but most noticeable below 70F, resulting is too much change with Temperature Thodos also had wrong temperature Dependency, under estimating change with Temperature. New Correlation Needed for extrapolation Versus temperature, <70F. Review Calculations
Check viscosity vs temperature for pure compounds. Beggs and others had plotted Log Log (Viscosity+1) versus Log(T) Started there. Best Linear fit obtained with Log Log (Viscosity+1) vs Log(T,F+310) What should New Correlation look Like?
Over 30 in the Literature Many developed on limited data set for a given area of the world. Inputs Dead Oil: API, Temperature, Watson K, Molecular weight. Compositional Correlations not covered in this presentation Correlations available for Calculating Viscosity
Correlations available for Calculating Saturated Oil Viscosity
Correlations available for Calculating Under Saturated Oil Viscosity Kouzel 1983 API Data Book
How Accurate are They? Dead Oil Correlations Standard Deviation is around +-50% independent of Correlation given a wide data set. Having 1 data point will significantly reduce your error to about the error in the Data, assuming using reasonable correlation Live Oil +- 15% Biggest difference is curvature. Related to Temperature and Gas Gravity Under Saturated Oil +- 20% Pressure range very dependent on Correlation
Expected Errors in Prediction of Dead Oil Viscosity 1 Std 1 Std
Expected Errors in Prediction of Live Oil Viscosity 1 Std 1 Std
Export Pipeline Example: Pressure Drop with Improved Correlation
No correlation will always be the best, and none will ever be perfect. Experimental data near temperature of interest very important to minimizing errors. Dead Oil correlation determines the accuracy of your results. Using a better correlation may not give significant improvement Using a bad correlation can be disastrous Correlations are very dependent on range of data used in Development. Compositional Correlations are less predictive than Field Parameter ones. Conclusions