Pore-Scale Characterization of Two-Phase Flow Using Integral Geometry

被引:0
作者
Zhishang Liu
Anna Herring
Christoph Arns
Steffen Berg
Ryan T. Armstrong
机构
[1] University of New South Wales,School of Petroleum Engineering
[2] Australian National University,Department of Applied Mathematics, Research School of Physics and Engineering
[3] Shell Global Solutions International B.V.,undefined
来源
Transport in Porous Media | 2017年 / 118卷
关键词
Minkowski functionals; Euler characteristic; X-ray microcomputed tomography; Capillary drainage transform; Maximum inscribed spheres; Relative permeability;
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学科分类号
摘要
The pore-scale morphological description of two-phase flow is fundamental to the understanding of relative permeability. In this effort, we visualize multiphase flow during core flooding experiments using X-ray microcomputed tomography. Resulting phase morphologies are quantified using Minkowski Functionals and relative permeability is measured using an image-based method where lattice Boltzmann simulations are conducted on connected phases from pore-scale images. A capillary drainage transform is also employed on the imaged rock structure, which provides reasonable results for image-based relative permeability measurements even though it provides pore-scale morphologies for the wetting phase that are not comparable to the experimental data. For the experimental data, there is a strong correlation between non-wetting phase Euler characteristic and relative permeability, whereas there is a weak correlation for the wetting phase topology. The relative permeability of some rock types is found to be more sensitive to topological changes than others, demonstrating the influence that phase connectivity has on two-phase flow. We demonstrate the influence that phase morphology has on relative permeability and provide insight into phase topological changes that occur during multiphase flow.
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页码:99 / 117
页数:18
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