AbstractStochastic equations for the prediction of contaminant migration in porous media are considered by the use of the decomposition method. The results are easily generalized to the nonlinear case as well. Important applications of significance in the environmental sciences and engineering are beginning to appear in the literature, such as the forecasting of contaminant plume evolution in natural soils and aquifers after chemical spills, aquifer restoration, and groundwater pollution management
This research project addresses the Quantification of the risks due to contaminant (solute) concentr...
A stochastic model for solute transport in aquifers is studied based on the concepts of stochastic v...
International Conference on Tracers and Modelling in Hydrogeology (TraM 2000), LIEGE, BELGIUM, MAY, ...
AbstractStochastic equations for the prediction of contaminant migration in porous media are conside...
International audienceModeling of solute transport remains a key issue in the area of groundwater co...
The stochastic model of solute transport describes the motion of fluid elements in a porous medium a...
The effort that led to this report is twofold. First, it deals with the development of fundamental t...
This research monograph presents a mathematical approach based on stochastic calculus which tackles ...
In this paper, we develop a computational model of solute dispersion in saturated porous media by co...
Abstract: Purely stochastic methods can yield useful prediction models of contaminant arrival-time d...
A new model of solute dispersion in porous media that avoids Fickian assumptions and that can be app...
Abstract|Contaminant transport by liquid °ow in a porous medium is modeled by the addition of a stoc...
International audienceWe propose a random walk model to describe the dynamics of dense contaminant p...
Analysis of flow and solute transport problem in porous media are affected by uncertainty inbuilt bo...
The subsurface is spatially heterogeneous in geologic material composition leading to non-uniform ...
This research project addresses the Quantification of the risks due to contaminant (solute) concentr...
A stochastic model for solute transport in aquifers is studied based on the concepts of stochastic v...
International Conference on Tracers and Modelling in Hydrogeology (TraM 2000), LIEGE, BELGIUM, MAY, ...
AbstractStochastic equations for the prediction of contaminant migration in porous media are conside...
International audienceModeling of solute transport remains a key issue in the area of groundwater co...
The stochastic model of solute transport describes the motion of fluid elements in a porous medium a...
The effort that led to this report is twofold. First, it deals with the development of fundamental t...
This research monograph presents a mathematical approach based on stochastic calculus which tackles ...
In this paper, we develop a computational model of solute dispersion in saturated porous media by co...
Abstract: Purely stochastic methods can yield useful prediction models of contaminant arrival-time d...
A new model of solute dispersion in porous media that avoids Fickian assumptions and that can be app...
Abstract|Contaminant transport by liquid °ow in a porous medium is modeled by the addition of a stoc...
International audienceWe propose a random walk model to describe the dynamics of dense contaminant p...
Analysis of flow and solute transport problem in porous media are affected by uncertainty inbuilt bo...
The subsurface is spatially heterogeneous in geologic material composition leading to non-uniform ...
This research project addresses the Quantification of the risks due to contaminant (solute) concentr...
A stochastic model for solute transport in aquifers is studied based on the concepts of stochastic v...
International Conference on Tracers and Modelling in Hydrogeology (TraM 2000), LIEGE, BELGIUM, MAY, ...