Proceedings of SPE Annual Technical Conference and Exhibition 2006
DOI: 10.2523/102070-ms
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Transient Fluid and Heat Flow Modeling in Coupled Wellbore/Reservoir Systems

Abstract: Modeling of changing pressure, temperature, and density profiles in a wellbore as a Either an analytic or a numeric reservoir model can be coupled with the transient wellbore model for rapid computations of pressure, temperature, and velocity. iv The wellbore simulator is used for modeling a multirate test from a deep offshore well. Thermal distortion and its effects on pressure data is studied using the calibrated model, resulting in development of correlations for optimum gauge location in both oil and gas w… Show more

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Cited by 13 publications
(11 citation statements)
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“…The temperature distribution in the wellbore can be derived on the basis of the fluid-energy balance and heat transfer equations. It is assumed that [29,30] (1) the heat transfer in the wellbore is in a steady state, while the heat transfer from wellbore to the formation is in a non-steady state; (2) only radial heat transfer is considered; and (3) the formation temperature varies proportionally with depth. Therefore, the equilibrium equation for the element dH, which is shown in Figure 3, can be expressed as…”
Section: Temperature Distribution In Annulusmentioning
confidence: 99%
“…The temperature distribution in the wellbore can be derived on the basis of the fluid-energy balance and heat transfer equations. It is assumed that [29,30] (1) the heat transfer in the wellbore is in a steady state, while the heat transfer from wellbore to the formation is in a non-steady state; (2) only radial heat transfer is considered; and (3) the formation temperature varies proportionally with depth. Therefore, the equilibrium equation for the element dH, which is shown in Figure 3, can be expressed as…”
Section: Temperature Distribution In Annulusmentioning
confidence: 99%
“…Kabir et al (1996) presented wellbore/reservoir simulator for gas single phase flow, and it was extended to oil single phase flow (Hasan et al, 1997) and two-phase flow (Hasan et al, 1998). Izgec et al (2007) used a semi-analytical heat transfer model by replacing the finite-differential energy equation used in Kabir et al model for efficient computation. In these models, the analytical formation temperature model presented by Hasan and Kabir (1991) was used, and the temperature of the reservoir inflow was assumed to be the same with the formation temperature.…”
Section: Temperature Modeling and Interpretationmentioning
confidence: 99%
“…The model was then employed to evaluate thermal breakthrough in the geothermal doublet system [7] and to describe horizontal conduction and convection in the reservoir and vertical conduction in the confining rock (caprock and bedrock) [8][9][10]. Nonisothermal heat exchange between fluid in the fractures and matrix [11] and coupled heat-fluid transport processes in both wellbore and reservoirs were considered as well [12][13][14]. The analytical solutions offered fast and sound tools to understand the principles of HT processes in the subsurface.…”
Section: Introductionmentioning
confidence: 99%