Liquid injectivity in a SAG foam process

Effect of permeability

Journal Article (2024)
Author(s)

Jia Kun Gong (Hohai University, TU Delft - Reservoir Engineering)

Yuan Wang (Hohai University)

Ridhwan Zhafri Kamarul Bahrim (Petronas Research)

Raj Deo Tewari (Petronas Research)

Mohammad Iqbal Mahamad Amir (Petronas Research)

R Farajzadeh (Shell Global Solutions International B.V., TU Delft - Reservoir Engineering)

William R. Rossen (TU Delft - Reservoir Engineering)

Research Group
Reservoir Engineering
DOI related publication
https://doi.org/10.1016/j.petsci.2023.10.010
More Info
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Publication Year
2024
Language
English
Research Group
Reservoir Engineering
Issue number
1
Volume number
21
Pages (from-to)
302-314
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Abstract

Foam is utilized in enhanced oil recovery and CO2 sequestration. Surfactant-alternating-gas (SAG) is a preferred approach for placing foam into reservoirs, due to it enhances gas injection and minimizes corrosion in facilities. Our previous studies with similar permeability cores show that during SAG injection, several banks occupy the area near the well where fluid exhibits distinct behaviour. However, underground reservoirs are heterogeneous, often layered. It is crucial to understand the effect of permeability on fluid behaviour and injectivity in a SAG process. In this work, coreflood experiments are conducted in cores with permeabilities ranging from 16 to 2300 mD. We observe the same sequence of banks in cores with different permeabilities. However, the speed at which banks propagate and their overall mobility can vary depending on permeability. At higher permeabilities, the gas-dissolution bank and the forced-imbibition bank progress more rapidly during liquid injection. The total mobilities of both banks decrease with permeability. By utilizing a bank-propagation model, we scale up our experimental findings and compare them to results obtained using the Peaceman equation. Our findings reveal that the liquid injectivity in a SAG foam process is misestimated by conventional simulators based on the Peaceman equation. The lower the formation permeability, the greater the error.