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Numerical analysis of apparatus-induced dispersion for density-dependent solute transport in porous media
Journal article   Open access   Peer reviewed

Numerical analysis of apparatus-induced dispersion for density-dependent solute transport in porous media

H. Zhang, D.A. Barry, B. Seymour and Graeme Hocking
The ANZIAM Journal, Vol.65(1-2), pp.178-194
2023
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Published (Version of Record)CC BY V4.0 Open Access

Abstract

Darcy’s law orifice nonuniform flow cylindrical soil column
The effects of apparatus-induced dispersion on nonuniform, density-dependent flow in a cylindrical soil column were investigated using a finite-element model. To validate the model, the results with an analytical solution and laboratory column test data were analysed. The model simulations confirmed that flow nonuniformities induced by the apparatus are dissipated within the column when the distance to the apparatus outlet exceeds 3R/2, where R represents the radius of the cylindrical column. Furthermore, the simulations revealed that convergent flow in the vicinity of the outlet introduces additional hydrodynamic dispersion in the soil column apparatus. However, this effect is minimal in the region where the column height exceeds 3R/2. Additionally, it is found that an increase in the solution density gradient during the solute breakthrough period led to a decrease in flow velocity, which stabilized the flow and ultimately reduced dispersive mixing. Overall, this study provides insights into the behaviour of apparatus-induced dispersion in nonuniform, density-dependent flow within a cylindrical soil column, shedding light on the dynamics and mitigation of flow nonuniformities and dispersive mixing phenomena.

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8 Earth Sciences
8.140 Water Resources
8.140.450 Groundwater Modeling
Web Of Science research areas
Mathematics, Applied
ESI research areas
Mathematics
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