Speaker
Description
Carbon Capture and Storage (CCS) is considered a necessary technology for mitigating climate change, helping to keep temperature increases within the limits set by the Paris Agreement. In CCS, CO2 is captured from anthropogenic sources and is injected into deep saline aquifers, depleted oil and gas reservoirs or other geological traps. Deep saline aquifers play an important role as their capacity for safe storage of CO2 is two orders of magnitude greater than depleted oil and gas reservoirs. Maintaining the injection of CO2 into the subsurface is a critical part of determining the success of any CCS project; however, this is not always straightforward. Former studies show that injecting dry super-critical CO2 in saline and hypersaline aquifers leads to dry-out and formation of salt precipitation in porous space. This can cause significant decrease in permeability, leading to potential loss of injectivity. Addressing this challenge requires developing a fundamental understanding and predictive capability for injectivity loss under various conditions, including thermodynamic (pressure and temperature), hydrodynamic (injection rate), and rock heterogeneity factors. Salt precipitation arises from coupled physical, chemical, and transport processes operating across multiple length and time scales, making it a complex multi-physics, multi-scale problem (Ott et al., 2012, 2014, 2015, 2021). In the present work, we develop a quasi-static, semi-dynamic pore-network model to elucidate salt-formation mechanisms at the pore scale under diverse conditions. Our model captures the interplay of capillary-driven flow (including capillary backflow), evaporation, and salt precipitation. Key features include:
- Quasi-static (QS) two-phase pore-network modeling (extending Niasar
et al., 2009). -
Capillary-driven backflow implemented through cluster labeling.
-
Kelvin effect.
- Irregular pore-network geometry (unstructured, randomly distributed)
with triangular pore-throat cross-sections. - Advection-diffusion transport of vapor.
- Hygroscopic effect of salt in the liquid phase via an additional
potential term in the Kelvin equation. - Salt precipitation feedback on the pore-network geometry,
influencing transport dynamics.
Existing pore-network models that consider evaporation (Maalal et al., 2021; Dashtian et al., 2018; Ahmed et al., 2020) typically incorporate features (1-3) and rely on idealized geometries (e.g., lattice networks) without considering how salt precipitation alters the transport behavior. In contrast, our model (4) adopts a more realistic pore-network structure, (5) captures the essential physics of evaporation, and (6-7) accounts for salt precipitation feedback on the system.
We demonstrate that our model reproduces the characteristic stages of evaporation in porous media observed in experiments. In particular, the initial high evaporation rate “Stage I” is followed by the “Stage II” falling-rate period in which the evaporation rate decreases significantly. We then examined the hypothesis, “Is a quasi-static PNM approach suitable for modeling salt precipitation?” Our results indicate that the purely advective time scale is approximately half that of the case with evaporation and salt precipitation, implying that advective flow proceeds faster than diffusive vapor transport. Hence, the quasi-static modeling assumption is justified for capturing the essential dynamics of evaporation and salt precipitation in porous media.
References | F. Ahmad, M. Talbi, M. Prat, E. Tsotsas, and A. Kharaghani, “Non-local equilibrium continuum modeling of partially saturated drying porous media: comparison with pore network simulations”, Chemical Engineering Science 228, 115957 (2020). H. Dashtian, N. Shokri, and M. Sahimi, “Pore-network model of evaporation-induced salt precipitation in porous media: the effect of correlations and heterogeneity”, Advances in Water Resources 112, 59 (2018). Ott, Holger & Kloe, K & Bakel, M & Vos, F & Pelt, A & Legerstee, P & Bauer, A & Eide, K & Linden, Arjan & Berg, Steffen & Makurat, A., “Core-flood experiment for transport of reactive fluids in rocks. The Review of scientific instruments”, 83. 084501, (2012). H. Ott, M. Andrew, J. Snippe, and M. J. Blunt, “Microscale solute transport and precipitation in complex rock during drying”, Geophys. Res. Lett., 41, 8369–8376, (2014). H. Ott, S. M. Roels, K. de Kloe, "Pore-scale network model for simulating capillary trapping in carbonates," International Journal of Greenhouse Gas Control, vol. 43, pp. 247–255, (2015). H. Ott, J. Snippe, K. de Kloe, “Salt precipitation due to supercritical gas injection: II. Capillary transport in multi porosity rocks”, International Journal of Greenhouse Gas Control 105, 103233, (2021). O. Maalal, M. Prat, and D. Lasseux, “Pore network model of drying with kelvin effect”, Physics of Fluids 33, 027103 (2021). V. Joekar Niasar, S. M. Hassanizadeh, L. J. Pyrak-Nolte, and C. Berentsen, “Simulating drainage and imbibition experiments in a high-porosity micromodel using an unstructured pore network model”, Water Resources Research 45, W02430 (2009). |
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Country | India |
Water & Porous Media Focused Abstracts | This abstract is related to Water |
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