1 AIT Asian Institute of Technology

Solute transport through saturated and unsaturated soils : mathematical models

AuthorPrasong Wongvicha
Call NumberAIT RSPR no. EV-88-05
Subject(s)Soils--Trace element content--Mathematical models

NoteA research study submitted in partial fulfillment of the requirements for the degree of Master of Engineering, School of Environment, Resources and Development
PublisherAsian Institute of Technology
Series StatementResearch studies project report ; no. EV-88-05
AbstractSolute transport models were used to describe the movement of contaminants through saturated and unsaturated soils. A comprehensive literature review is given for solute transport modeling. For saturated soils a two region physical non-equilibrium transport model incorporating two regions, namely the mobile and immobile regions, originally developed by Van Genutchen et al. (1976) was used. Freundlich's non-linear adsorption isotherms were coupled with this transport model to account for the adsorption phenomena. A CSMP III ( Continuous System Modeling Program) program was written to solve this model numerically. The model was tested for 3 sets of experimental data having different soil and solute properties. The experimental curves were fitted by varying 3 parameters. The model predicted 7 well only for fairly conservative solutes. To predict the movement of highly adsorptive solutes such as cadmium, the . model needs further modification. Effects of dispersion coefficient (D), mass transfer coefficient (a ), distribution factor for adsorption sites in the mobile region (f), and the fraction of mobile water content (!IS) on the breakthrough curves were studied. Considerable influence was exerted by a and f but D and ยข showed little effect. Solute concentration profiles for a semi- infinite column (as in the field situation) was predicted for three different cases using this model and the penetration depths were compared with those obtained from Green and Ampt profiles. Green and profile was found to be a good approximation to find the penetration depths in environmental impact assessment studies for mildly reactive solutes exhibiting fairly sharp solute fronts. However for highly adsorptive solutes such as cadmium this simple model does not seem appropriate and one has to go for more accurate models. For unsaturated soils, a non- linear equilibrium adsorption model by treating all parameters such as water content (0), hydraulic conductivity (K), soilwater diffusivity (D), dispersion coefficient (Ds) , pore velocity (v) as variables and the latter four also as functions of e. A Fortran program using a first order finite difference approximation was used to solve this model. Water content and solute concentration profiles were predicted using this model for experimental conditions used by Elrick et al. (1979) with KCl being the solute and Broolcston clay loam as the soil. Good agreement was found with experimental and predicted water content profiles although curve fitting was not used in this case. For solute concentration profiles only one parameter >. (a constant used to express Ds as a function of v and e) was varied to fit the experimental data. The value of >. for best fit was found to be well within the acceptable limits. Although only first order approximations were used the curves were ensured to be fairly smooth by eliminating the effect of numerical dispersion using the method adopted here. Fairly sharp fronts were obtained for the solute concentration profile indicating low miscibility in the unsaturated case.
Year1988
Corresponding Series Added EntryAsian Institute of Technology. Research studies project report ; no. EV-88-05
TypeResearch Study Project Report (RSPR)
SchoolSchool of Environment, Resources, and Development
DepartmentOther Field of Studies (No Department)
Academic Program/FoSEnvironmental Engineering (EV)
Chairperson(s)Vigneswaran, S.;
Examination Committee(s)Yamamoto, K. ;Kriengsak Udomsinrot;
Scholarship Donor(s)The Royal Government of Denmark;
DegreeResearch Studies Project Report (M. Eng.) - Asian Institute of Technology, 1988


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