Add to ORKGWe model the transport of fluid through porous media in terms of fractional diffusion equation (FDE) for the pressure (,)pxt. Potential application could be to shale gas recovery in tight porous media. Specifically, we pose the time FDE in a finite domain of length L
The paper provides an introduction to fundamental concepts of mathematical modeling of mass transpor...
The paper provides an introduction to fundamental concepts of mathematical modeling of mass transpor...
The paper provides an introduction to fundamental concepts of mathematical modeling of mass transpor...
We model the transport of fluid through porous media in terms of fractional diffusion equation (FDE)...
Modelling the flow of fluid through tight porous media, such as unconventional hydrocarbon reservoir...
Utilizing the double-porosity approach it is assumed that porous medium is constituted by two groups...
The paper provides an introduction to fundamental concepts of mathematical modeling of mass transpor...
Unconventional hydrocarbon reservoirs, such as, shale gas deposits, offer a new source of energy res...
The paper provides an introduction to fundamental concepts of mathematical modeling of mass transpor...
The fractal geometry is used to model of a naturally fractured reservoir and the concept of fraction...
Petroleum production is one of the most important technological challenges in the current world. Mod...
Utilizing the double-porosity approach it is assumed that porous medium is constituted by two groups...
Utilizing the double-porosity approach it is assumed that porous medium is constituted by two groups...
Petroleum production is one of the most important technological challenges in the current world. Mod...
Solute transport in the fractured porous confined aquifer is modeled by the advection-dispersion equ...
The paper provides an introduction to fundamental concepts of mathematical modeling of mass transpor...
The paper provides an introduction to fundamental concepts of mathematical modeling of mass transpor...
The paper provides an introduction to fundamental concepts of mathematical modeling of mass transpor...
We model the transport of fluid through porous media in terms of fractional diffusion equation (FDE)...
Modelling the flow of fluid through tight porous media, such as unconventional hydrocarbon reservoir...
Utilizing the double-porosity approach it is assumed that porous medium is constituted by two groups...
The paper provides an introduction to fundamental concepts of mathematical modeling of mass transpor...
Unconventional hydrocarbon reservoirs, such as, shale gas deposits, offer a new source of energy res...
The paper provides an introduction to fundamental concepts of mathematical modeling of mass transpor...
The fractal geometry is used to model of a naturally fractured reservoir and the concept of fraction...
Petroleum production is one of the most important technological challenges in the current world. Mod...
Utilizing the double-porosity approach it is assumed that porous medium is constituted by two groups...
Utilizing the double-porosity approach it is assumed that porous medium is constituted by two groups...
Petroleum production is one of the most important technological challenges in the current world. Mod...
Solute transport in the fractured porous confined aquifer is modeled by the advection-dispersion equ...
The paper provides an introduction to fundamental concepts of mathematical modeling of mass transpor...
The paper provides an introduction to fundamental concepts of mathematical modeling of mass transpor...
The paper provides an introduction to fundamental concepts of mathematical modeling of mass transpor...