Solute transfer during consolidation based on a solid‐fluid‐solute coupling model

Summary The migration of contaminant through soil is usually modeled using the advection‐dispersion equation and assumes that the porous media is stationary without introducing a constitutive equation to represent soil structure. Consequently, time‐dependent deformation induced by soil consolidation...

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Veröffentlicht in:International journal for numerical and analytical methods in geomechanics 2018-07, Vol.42 (10), p.1172-1196
Hauptverfasser: Nomura, Shun, Kawai, Katsuyuki, Tachibana, Shinya, Iizuka, Atsushi
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container_issue 10
container_start_page 1172
container_title International journal for numerical and analytical methods in geomechanics
container_volume 42
creator Nomura, Shun
Kawai, Katsuyuki
Tachibana, Shinya
Iizuka, Atsushi
description Summary The migration of contaminant through soil is usually modeled using the advection‐dispersion equation and assumes that the porous media is stationary without introducing a constitutive equation to represent soil structure. Consequently, time‐dependent deformation induced by soil consolidation or physical remediation is not considered, despite the need to consider these variables during planning for the remediation of contaminated ground, the prediction of contaminated groundwater movement, and the design of engineered landfills. This study focuses on the numerical modeling of solute transfer during consolidation as a first step to resolve some of these issues. We combine a coupling theory‐based mass conservation law for soil‐fluid‐solute phases with finite element modeling to simulate solute transfer during deformation and groundwater convection. We also assessed the sensitivity of solute transfer to the initial boundary conditions. The modeling shows the migration of solute toward the ground surface as a result of ground settlement and the dissipation of excess pore water pressure. The form of solute transport is dependent on the ground conditions, including factors such as the loading schedule, contamination depth, and water content. The results indicate that an understanding of the interaction between coupling phases is essential in predicting solute transfer in ground deformation and could provide an appropriate approach to ground management for soil remediation.
doi_str_mv 10.1002/nag.2787
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Consequently, time‐dependent deformation induced by soil consolidation or physical remediation is not considered, despite the need to consider these variables during planning for the remediation of contaminated ground, the prediction of contaminated groundwater movement, and the design of engineered landfills. This study focuses on the numerical modeling of solute transfer during consolidation as a first step to resolve some of these issues. We combine a coupling theory‐based mass conservation law for soil‐fluid‐solute phases with finite element modeling to simulate solute transfer during deformation and groundwater convection. We also assessed the sensitivity of solute transfer to the initial boundary conditions. The modeling shows the migration of solute toward the ground surface as a result of ground settlement and the dissipation of excess pore water pressure. 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subjects Boundary conditions
Computer simulation
Consolidation
Constitutive equations
Constitutive relationships
Contaminants
Contamination
Convection
Convection modes
Coupling
Deformation
Design engineering
Finite element method
Groundwater
Groundwater flow
Groundwater pollution
Hydrostatic pressure
infiltration equation
Landfills
Mathematical models
Migration
Modelling
Moisture content
Pore pressure
Pore water
Pore water pressure
Porous media
Predictions
Remediation
saturated/unsaturated ground
Sediment pollution
Sensitivity analysis
Soil
Soil conservation
Soil contamination
Soil management
Soil pollution
Soil remediation
Soil structure
solid‐fluid‐solute coupling model
solute transfer equation
Solute transport
Solutes
Time dependence
Water content
Water depth
Water pollution
Water pressure
title Solute transfer during consolidation based on a solid‐fluid‐solute coupling model
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