Calculation of Wellbore Pressure Drop and Heat Loss in Steam Injection and Production with Noncondensable Gases

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Abstract/Contents

Abstract
A computer model more comprehensive than other available models has been developed. This model utilizes pressure and enthalpy as primary variables. Since these variables are independent throuoghout the phase diagram, this model can be applied in single phase vapor or liquid as well as two-phase regions.The mathematical model is developed by formulating the total energy equation and Mechanical Energy equation (Extended Bernoulli eqn.) in terms of pressure and enthalpy, then solving these two non-linear equations iteratively by the secant technique at each length increment of the tubing i n a step-wise manner from one end to the other. Steam properties are determined by the curve-fit equations developed by W. C. Reynolds (1979). These equations reproduce the steam tables to an excellent degree of accuracy over the entire range of t h e P-V-T diagram.The current model also has the option t o calculate the wellhead conditions from the bottomhole conditions in geothermal wells. Beggs and Brill two-phase correlation is employed to calculate the pressure drop in both down and upflow. The model also accounts for the presence of C02. It assumes Henry's law is valid and neglects the quantity of C02 dissolved chemically.The heat loss at each depth increment is calculated by a radial heat flow model with the options to include natural or forced convection i n the annulus and a dry earth zone.

Description

Type of resource text
Date created December 1984

Creators/Contributors

Author Karaoguz, Osrnan Kemal
Primary advisor Aziz, Khalid
Degree granting institution Stanford University, Department of Petroleum Engineering

Subjects

Subject School of Earth Energy & Environmental Sciences
Genre Thesis

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Preferred Citation
Karaoguz, Osrnan Kemal. (1984). Calculation of Wellbore Pressure Drop and Heat Loss in Steam Injection and Production with Noncondensable Gases. Stanford Digital Repository. Available at: https://purl.stanford.edu/wd254pq1461

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Master's Theses, Doerr School of Sustainability

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