Non-reactive transport in saturated aquifers For constant (slowly variable) porosity the non-reactive transport is described by the advection-dispersion equation for the concentration field c(x, t): ∂tc+V(x)∇c = D∇2c. • D: (constant) “local dispersion coefficient ” which describes both the molecular diffusion and the hydrodynamic mixing due to the small scale variability of the velocity, • V(x) : the stationary velocity field is a realization of a statistically homogeneous random space function
The stochastic model of solute transport describes the motion of fluid elements in a porous medium a...
International Conference on Tracers and Modelling in Hydrogeology (TraM 2000), LIEGE, BELGIUM, MAY, ...
Mathematical models based on probability density functions (PDF) have been extensively used in hydro...
Stochastic modeling of non-reactive transport in saturated aquifers The mostly used model is the adv...
Stochastic modeling An often used model of non-reactive transport in random velocity fields is based...
ABSTRACT The inadequacy of the traditional approach of modelling transport in large porous formation...
Flow in porous media has been a subject of active research for the last four to five decades. In thi...
A new model of solute dispersion in porous media that avoids Fickian assumptions and that can be app...
This book presents, in an accessible and self-consistent way, the theory of diffusion in random velo...
Flow and transport take place in a formation of spatially variable conductivity K(x). The latter is ...
Fickian assumptions are used in deriving the advection-dispersion equation which models the solute t...
International audienceModeling of solute transport remains a key issue in the area of groundwater co...
Abstract: Fickian assumptions are used in deriving the advection-dispersion equation which models th...
A model of groundwater solute transport is being developed by Don Kulasiri (Kulasiri, 1997). This is...
Transport of an inert solute in a heterogeneous aquifer is governed by two mechanisms: advection by ...
The stochastic model of solute transport describes the motion of fluid elements in a porous medium a...
International Conference on Tracers and Modelling in Hydrogeology (TraM 2000), LIEGE, BELGIUM, MAY, ...
Mathematical models based on probability density functions (PDF) have been extensively used in hydro...
Stochastic modeling of non-reactive transport in saturated aquifers The mostly used model is the adv...
Stochastic modeling An often used model of non-reactive transport in random velocity fields is based...
ABSTRACT The inadequacy of the traditional approach of modelling transport in large porous formation...
Flow in porous media has been a subject of active research for the last four to five decades. In thi...
A new model of solute dispersion in porous media that avoids Fickian assumptions and that can be app...
This book presents, in an accessible and self-consistent way, the theory of diffusion in random velo...
Flow and transport take place in a formation of spatially variable conductivity K(x). The latter is ...
Fickian assumptions are used in deriving the advection-dispersion equation which models the solute t...
International audienceModeling of solute transport remains a key issue in the area of groundwater co...
Abstract: Fickian assumptions are used in deriving the advection-dispersion equation which models th...
A model of groundwater solute transport is being developed by Don Kulasiri (Kulasiri, 1997). This is...
Transport of an inert solute in a heterogeneous aquifer is governed by two mechanisms: advection by ...
The stochastic model of solute transport describes the motion of fluid elements in a porous medium a...
International Conference on Tracers and Modelling in Hydrogeology (TraM 2000), LIEGE, BELGIUM, MAY, ...
Mathematical models based on probability density functions (PDF) have been extensively used in hydro...