4D microvelocimetry reveals multiphase flow field perturbations in porous media

机械 多孔介质 多相流 流速 流体力学 流量(数学) 毛细管作用 消散 平流 物理 多孔性 地质学 岩土工程 热力学
作者
Tom Bultreys,Sharon Ellman,Christian M. Schlepütz,Matthieu Boone,Gülce Kalyoncu Pakkaner,Shan Wang,Mostafa Borji,Stefanie Van Offenwert,Niloofar Moazami Goudarzi,Wannes Goethals,Chandra Widyananda Winardhi,Veerle Cnudde
出处
期刊:Proceedings of the National Academy of Sciences of the United States of America [National Academy of Sciences]
卷期号:121 (12) 被引量:2
标识
DOI:10.1073/pnas.2316723121
摘要

Many environmental and industrial processes depend on how fluids displace each other in porous materials. However, the flow dynamics that govern this process are still poorly understood, hampered by the lack of methods to measure flows in optically opaque, microscopic geometries. We introduce a 4D microvelocimetry method based on high-resolution X-ray computed tomography with fast imaging rates (up to 4 Hz). We use this to measure flow fields during unsteady-state drainage, injecting a viscous fluid into rock and filter samples. This provides experimental insight into the nonequilibrium energy dynamics of this process. We show that fluid displacements convert surface energy into kinetic energy. The latter corresponds to velocity perturbations in the pore-scale flow field behind the invading fluid front, reaching local velocities more than 40 times faster than the constant pump rate. The characteristic length scale of these perturbations exceeds the characteristic pore size by more than an order of magnitude. These flow field observations suggest that nonlocal dynamic effects may be long-ranged even at low capillary numbers, impacting the local viscous-capillary force balance and the representative elementary volume. Furthermore, the velocity perturbations can enhance unsaturated dispersive mixing and colloid transport and yet, are not accounted for in current models. Overall, this work shows that 4D X-ray velocimetry opens the way to solve long-standing fundamental questions regarding flow and transport in porous materials, underlying models of, e.g., groundwater pollution remediation and subsurface storage of CO 2 and hydrogen.

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