Proceedings of SPE Annual Technical Conference and Exhibition 2006
DOI: 10.2523/103342-ms
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Limitations to Storage Pressure in Finite Saline Aquifers and the Effect of CO2 Solubility on Storage Pressure

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Cited by 7 publications
(8 citation statements)
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“…Among the least constrained of these variables is the capacity factor. Research by van der Meer et al (van der Meer and Egberts, 2008;van der Meer and van Wees, 2006), Birkholzer and et al ) and Nicot (2008), indicates that the effective capacity factor is reduced if the pressure within the reservoir needs to be managed as it fills with CO 2 . While our injection module includes pressure constraints, our capacity module does not, so our model may be overestimating storage capacity and in turn underestimating storage costs.…”
Section: Resultsmentioning
confidence: 99%
“…Among the least constrained of these variables is the capacity factor. Research by van der Meer et al (van der Meer and Egberts, 2008;van der Meer and van Wees, 2006), Birkholzer and et al ) and Nicot (2008), indicates that the effective capacity factor is reduced if the pressure within the reservoir needs to be managed as it fills with CO 2 . While our injection module includes pressure constraints, our capacity module does not, so our model may be overestimating storage capacity and in turn underestimating storage costs.…”
Section: Resultsmentioning
confidence: 99%
“…and to model the pressure response with a model at the same large scale with correct boundary conditions, as the dimensions of the aquifer will directly impact the pressure response [20]. Any small scale model with either constant pressure boundary condition or infinite aquifer boundary condition would drastically underestimate the pressure build up at the injectors and hence overestimate the CO 2 storage capacity.…”
Section: Open Boundary Conditionsmentioning
confidence: 99%
“…This effect was modelled for a typical aquifer [2,20]: -local pressure increase to honour injectivity can reach 10 MPa for the aquifer studied; -average pressure increase to inject a given mass of CO 2 with time will be directly proportional to the size of the domain and Equation (2), ranging from 1 to 24 MPa in the case studied. These papers illustrate the fact that local pressure increase at wells to honour injectivity can be very high compared to typical geomechanical / capillary entry constraints, hence average pressure increase in the aquifer is much smaller than pressure increase at wells, and in the case of a closed aquifer it may not be technically feasible to increase the average aquifer pressure up to the maximum allowable increase while injecting with significant CO 2 rates.…”
Section: Negative Effects On Co 2 Storage Capacity -Downsidesmentioning
confidence: 99%
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“…While this scenario serves well to study the impact of different parameters (such as permeability, injection rate, fluid flow boundary conditions and seal efficiency) on CO2 flow and pressurization [Zhou et al, 2008;Inoue, 2009;Taberner et al, 2009;Ehlig-Economides And Economides, 2010;Cappa and Rutqvist, 2011], for a geomechanical risk analysis a model geometry reflecting the actual geologic scenario, which exhibits a heterogeneous state of stress is required. The geomechanical risks accompanying aquifer pressurization due to the CO2 injection have been investigated by several authors [Settari and Mourits, 1998;Thomas et al, 2003;Pettersen, 2006;Van der Meer et al, 2006;Rutqvist et al, 2007;Schembre-McCabe et al, 2007;Zhou et al, 2008;Inoue, 2009;Taberner et al, 2009;Tran et al, 2009;Ehlig-Economides And Economides, 2010;Cappa and Rutqvist, 2011;Graupner et al, 2011] with one of the most important being the reactivation of existing faults or fracture sets which can result in induced seismicity [Van der Meer et al, 2006;Rutqvist et al, 2007;Schembre-McCabe et al, 2007;Loizzo et al, 2009] and potential leakage pathways. [Rutqvist et al, 2007;Zhou et al, 2008] have shown that the pressure build-up in models representing horizontally layered sedimentary basins is strongly dependent, amongst others, on the fluid flow boundary conditions.…”
Section: Reservoir Scale Modelmentioning
confidence: 99%