Investigation of flow and solute transport at the field scale through heterogeneous deformable porous media

•The field-scale transport in non-stationary flow fields is investigated stochastically.•The flow field is induced vertically by a change in total stress applied on the aquifer.•The influence of the soil compressibility on the flow field and transport is analyzed. This work describes an investigatio...

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Published inJournal of hydrology (Amsterdam) Vol. 540; pp. 142 - 147
Main Authors Chang, Ching-Min, Yeh, Hund-Der
Format Journal Article
LanguageEnglish
Published Elsevier B.V 01.09.2016
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ISSN0022-1694
1879-2707
DOI10.1016/j.jhydrol.2016.05.060

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Abstract •The field-scale transport in non-stationary flow fields is investigated stochastically.•The flow field is induced vertically by a change in total stress applied on the aquifer.•The influence of the soil compressibility on the flow field and transport is analyzed. This work describes an investigation of the spatial statistical structure of specific discharge field and solute transport process of a nonreactive solute at the field scale through a heterogeneous deformable porous medium. The flow field is driven by a vertical gradient in the excess pore water pressure induced by a step increase in load applied on the upper part of a finite-thickness aquifer. The non-stationary spectral representation is adopted to characterize the spatial covariance of the specific discharge field necessary for the development of the solute particle trajectory statistics using the Lagrangian formalism. We show that the statistics of the specific discharge and particle trajectory derived herein are non-stationary and functions of the coefficient of soil compressibility, μ. The effect of μ on the relative variation of specific discharge and the solute particle trajectory statistics are analyzed upon evaluating our expressions.
AbstractList •The field-scale transport in non-stationary flow fields is investigated stochastically.•The flow field is induced vertically by a change in total stress applied on the aquifer.•The influence of the soil compressibility on the flow field and transport is analyzed. This work describes an investigation of the spatial statistical structure of specific discharge field and solute transport process of a nonreactive solute at the field scale through a heterogeneous deformable porous medium. The flow field is driven by a vertical gradient in the excess pore water pressure induced by a step increase in load applied on the upper part of a finite-thickness aquifer. The non-stationary spectral representation is adopted to characterize the spatial covariance of the specific discharge field necessary for the development of the solute particle trajectory statistics using the Lagrangian formalism. We show that the statistics of the specific discharge and particle trajectory derived herein are non-stationary and functions of the coefficient of soil compressibility, μ. The effect of μ on the relative variation of specific discharge and the solute particle trajectory statistics are analyzed upon evaluating our expressions.
This work describes an investigation of the spatial statistical structure of specific discharge field and solute transport process of a nonreactive solute at the field scale through a heterogeneous deformable porous medium. The flow field is driven by a vertical gradient in the excess pore water pressure induced by a step increase in load applied on the upper part of a finite-thickness aquifer. The non-stationary spectral representation is adopted to characterize the spatial covariance of the specific discharge field necessary for the development of the solute particle trajectory statistics using the Lagrangian formalism. We show that the statistics of the specific discharge and particle trajectory derived herein are non-stationary and functions of the coefficient of soil compressibility, mu . The effect of mu on the relative variation of specific discharge and the solute particle trajectory statistics are analyzed upon evaluating our expressions.
This work describes an investigation of the spatial statistical structure of specific discharge field and solute transport process of a nonreactive solute at the field scale through a heterogeneous deformable porous medium. The flow field is driven by a vertical gradient in the excess pore water pressure induced by a step increase in load applied on the upper part of a finite-thickness aquifer. The non-stationary spectral representation is adopted to characterize the spatial covariance of the specific discharge field necessary for the development of the solute particle trajectory statistics using the Lagrangian formalism. We show that the statistics of the specific discharge and particle trajectory derived herein are non-stationary and functions of the coefficient of soil compressibility, μ. The effect of μ on the relative variation of specific discharge and the solute particle trajectory statistics are analyzed upon evaluating our expressions.
Author Yeh, Hund-Der
Chang, Ching-Min
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Keywords Field-scale solute transport
Stochastic analysis
Heterogeneous deformable porous medium
Soil compressibility
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Snippet •The field-scale transport in non-stationary flow fields is investigated stochastically.•The flow field is induced vertically by a change in total stress...
This work describes an investigation of the spatial statistical structure of specific discharge field and solute transport process of a nonreactive solute at...
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SubjectTerms aquifers
Compressibility
covariance
Deformation
Discharge
Field-scale solute transport
Formability
Freshwater
Heterogeneous deformable porous medium
Hydrology
Particle trajectories
Porous media
soil
Soil compressibility
solutes
Statistics
Stochastic analysis
Title Investigation of flow and solute transport at the field scale through heterogeneous deformable porous media
URI https://dx.doi.org/10.1016/j.jhydrol.2016.05.060
https://www.proquest.com/docview/1815692750
https://www.proquest.com/docview/1825414406
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Volume 540
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