2019
DOI: 10.1016/j.ijggc.2019.04.010
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Scaling the impacts of pore-scale characteristics on unstable supercritical CO2-water drainage using a complete capillary number

Abstract: Geological carbon storage in deep aquifers involves displacement of resident brine by supercritical CO (scCO), which is an unstable drainage process caused by the invasion of less viscous scCO 2. The unstable drainage is greatly * = −4.0 using the complete capillary number (! *) that considers pore characteristics. For the hexagonal and the high-anisotropy elliptical micromodels, a monotonic increase in scCO 2 saturation with increasing ! * (without crossover) was observed. It appears that the complete capilla… Show more

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Cited by 33 publications
(24 citation statements)
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“…We assume that (1) at the field, CO 2 is injected at a volumetric rate ( Q ) of 10,000 m 3 /day over a screen length of 15 m, and (2) scCO 2 density ( ρ ) from reservoir pressure and temperature is close to that at experimental conditions and CO 2 velocities in the formation is radially uniform. This volumetric rate corresponds to an annual injection of one million metric tonnes of CO 2 at 8.5 MPa and 45 °C (this study), and 1.8 million metric tonnes of CO 2 at 9 MPa and 40 °C (Chang, Kneafsey, et al, 2019; Wang et al, 2012). The distance from the injection well can then be calculated as follows: d0.25em=0.25emQ2italicπhtrueu¯0.25em, where d refers to the (radial) distance from the injection well, h is the screen length of the injection well, and trueu¯ is the CO 2 velocity that equals to the lab values listed in Table 1.…”
Section: Resultsmentioning
confidence: 85%
See 3 more Smart Citations
“…We assume that (1) at the field, CO 2 is injected at a volumetric rate ( Q ) of 10,000 m 3 /day over a screen length of 15 m, and (2) scCO 2 density ( ρ ) from reservoir pressure and temperature is close to that at experimental conditions and CO 2 velocities in the formation is radially uniform. This volumetric rate corresponds to an annual injection of one million metric tonnes of CO 2 at 8.5 MPa and 45 °C (this study), and 1.8 million metric tonnes of CO 2 at 9 MPa and 40 °C (Chang, Kneafsey, et al, 2019; Wang et al, 2012). The distance from the injection well can then be calculated as follows: d0.25em=0.25emQ2italicπhtrueu¯0.25em, where d refers to the (radial) distance from the injection well, h is the screen length of the injection well, and trueu¯ is the CO 2 velocity that equals to the lab values listed in Table 1.…”
Section: Resultsmentioning
confidence: 85%
“…Results from Wang et al (2012) and Chang, Kneafsey, et al (2019) in Micromodels #R1, #R2, #R3, and #R4 were also included in Figure 8, with estimated CO 2 saturations from their published figures. #R4 refers to an anisotropic and homogeneous micromodel that consists of elliptical silicon posts with estimated transverse‐to‐longitudinal permeability ratio of 6.86 (see Figure S5 for more details).…”
Section: Resultsmentioning
confidence: 99%
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“…Dynamic CISB from centimeter to meter scale was imaged in laboratory studies of CO 2 flood or injection using digital cameras or computerized tomography (CT) scans. The channeling of CO 2 flow at centimeter scale was studied using 2-D horizontal micromodels with layered (Zhang et al, 2011), normally distributed (Liu et al, 2016), and sandstone analog pore size distributions (Chang et al, 2016(Chang et al, , 2017(Chang et al, , 2019. The studies showed that channelized CO 2 flow through large pores was often followed by CO 2 invasion into smaller pores, leading to higher CO 2 saturation.…”
Section: Review Of Co 2 Channeling Invasion Spreading and Breakthroughmentioning
confidence: 99%