Thermal reservoir modeling in petroleum geomechanics |
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| Authors: | Shunde Yin Maurice B Dusseault Leo Rothenburg |
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| Institution: | University of Waterloo, Waterloo, Ont., Canada N2L 3G1 |
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| Abstract: | Thermal oil recovery processes involve high pressures and temperatures, leading to large volume changes and induced stresses. These cannot be handled by traditional reservoir simulation because it does not consider coupled geomechanics effects. In this paper we present a fully coupled, thermal half‐space model using a hybrid DDFEM method. A finite element method (FEM) solution is adopted for the reservoir and the surrounding thermally affected zone, and a displacement discontinuity method is used for the surrounding elastic, non‐thermal zone. This approach analyzes stress, pressure, temperature and volume change in the reservoir; it also provides stresses and displacements around the reservoir (including transient ground surface movements) in a natural manner without introducing extra spatial discretization outside the FEM zone. To overcome spurious spatial temperature oscillations in the convection‐dominated thermal advection–diffusion problem, we place the transient problem into an advection–diffusion–reaction problem framework, which is then efficiently addressed by a stabilized finite element approach, the subgrid‐scale/gradient subgrid‐scale method. Copyright © 2008 John Wiley & Sons, Ltd. |
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| Keywords: | petroleum geomechanics multiphase thermoporoelasticity fully coupled thermal reservoir simulation boundary element method finite element method stabilized methods subgrid‐scale/gradient subgrid‐scale method |
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