Porous Medium

Hydraulic radius and transport in reconstructed model three-dimensional porous media

Chemical Engineering / Civil Engineering / Applied Mathematics / Microstructure / Modeling / Building Technology / Transport Phenomena in Porous Media / Transport Properties / Reconstruction / Permeability / Porous Media / Conductivity / Cross Section / Microstructures / Three Dimensional / Porous Medium / Building Technology / Transport Phenomena in Porous Media / Transport Properties / Reconstruction / Permeability / Porous Media / Conductivity / Cross Section / Microstructures / Three Dimensional / Porous Medium

Direct measurement of porous media local hydrodynamical permeability using gas MRI

Cognitive Science / Biomedical Engineering / Petroleum / Magnetic Resonance Imaging / Nuclear Magnetic Resonance / Rheology / MRI / Porosity / Permeability / Porous Media / Measurement / Technique / Three Dimensional Imaging / Fluid flow / Spatial Distribution / Clinical Sciences / Theoretical Models / Porous Medium / Flow Rate / Nuclear Magnetic Resonance Imaging / Heterogeneous porous media / Magnetic resonance image / Rheology / MRI / Porosity / Permeability / Porous Media / Measurement / Technique / Three Dimensional Imaging / Fluid flow / Spatial Distribution / Clinical Sciences / Theoretical Models / Porous Medium / Flow Rate / Nuclear Magnetic Resonance Imaging / Heterogeneous porous media / Magnetic resonance image

Direct measurement of porous media local hydrodynamical permeability using gas MRI

Cognitive Science / Biomedical Engineering / Petroleum / Magnetic Resonance Imaging / Nuclear Magnetic Resonance / Rheology / MRI / Porosity / Permeability / Porous Media / Measurement / Technique / Three Dimensional Imaging / Fluid flow / Spatial Distribution / Clinical Sciences / Theoretical Models / Porous Medium / Flow Rate / Nuclear Magnetic Resonance Imaging / Heterogeneous porous media / Magnetic resonance image / Rheology / MRI / Porosity / Permeability / Porous Media / Measurement / Technique / Three Dimensional Imaging / Fluid flow / Spatial Distribution / Clinical Sciences / Theoretical Models / Porous Medium / Flow Rate / Nuclear Magnetic Resonance Imaging / Heterogeneous porous media / Magnetic resonance image

TALLER DE LECTURA Y REDACCION

Chemical Engineering / Civil Engineering / Applied Mathematics / Trace Metals / Reactive transport modeling / Environmental Risk / Transport Phenomena in Porous Media / Flow Injection Analysis / Ground Improvement / Inverse Modeling / Numerical Model / Chemical Reaction / Calcium Carbonate / Porous Medium / Experimental Data / Laboratory Tests / Environmental Risk / Transport Phenomena in Porous Media / Flow Injection Analysis / Ground Improvement / Inverse Modeling / Numerical Model / Chemical Reaction / Calcium Carbonate / Porous Medium / Experimental Data / Laboratory Tests

Computational modeling of biomagnetic micropolar blood flow and heat transfer in a two-dimensional non-Darcian porous medium

Applied Mathematics / Heat Transfer / Finite element method / Magnetic field / Computer Model / Mathematical Model / Flow Regime / Blood Flow / Finite Difference Method / Interdisciplinary Engineering / Porous Medium / Meccanica / Boundary Condition / Numerical Solution / Similarity Transformation / Mathematical Model / Flow Regime / Blood Flow / Finite Difference Method / Interdisciplinary Engineering / Porous Medium / Meccanica / Boundary Condition / Numerical Solution / Similarity Transformation

Analytical behavior of two-dimensional incompressible flow in porous media

Mathematical Physics / Numerical Simulation / Mathematical Sciences / Porous Media / Physical sciences / Porous Medium / Global existence / Incompressible Flow / Blow Up / Mass Balance / Porous Medium / Global existence / Incompressible Flow / Blow Up / Mass Balance

Incompressible flow in porous media with fractional diffusion

Applied Mathematics / Mathematical Physics / Attractor Theory / Energy / Heat Transfer / Space / Singularity / Diffusion / Porous Media / Global Attractor / Difusion / Porous Medium / Nonlinearity / Global existence / Incompressible Flow / Asymptotic Behavior / Asymptotic Behaviour / Weak solution / Space / Singularity / Diffusion / Porous Media / Global Attractor / Difusion / Porous Medium / Nonlinearity / Global existence / Incompressible Flow / Asymptotic Behavior / Asymptotic Behaviour / Weak solution

Conjugate heat transfer inside a porous channel

Heat Transfer / Heat and Mass Transfer / Temperature Dependence / CONJUGATE HEAT TRANSFER / Porous Material / Interdisciplinary Engineering / Nusselt Number / Differential equation / Porous Medium / Forced Convection / Numerical Calculation / Interdisciplinary Engineering / Nusselt Number / Differential equation / Porous Medium / Forced Convection / Numerical Calculation

Flow, thermal, and entropy generation characteristics inside a porous channel with viscous dissipation

Mechanical Engineering / Applied Mathematics / Heat Transfer / Entropy generation / Thermal Sciences / Porous Material / Interdisciplinary Engineering / Nusselt Number / Differential equation / Porous Medium / Boundary Condition / Forced Convection / Viscous Dissipation / Numerical Calculation / Porous Material / Interdisciplinary Engineering / Nusselt Number / Differential equation / Porous Medium / Boundary Condition / Forced Convection / Viscous Dissipation / Numerical Calculation

Experimental measurements of effective diffusion coefficient of oxygen–nitrogen mixture in PEM fuel cell diffusion media

Mechanical Engineering / Chemical Engineering / Design / Mass Transfer / Electrochemistry / Energy / Modeling / Density / Fuel Cell / Conception / Porosity / Diffusion / Porous Media / Nitrogen / Current Density / Mass Transport / PEM fuel cell / Diffusion Coefficient / Hydrophobicity / Chemical Engineering Science / Porous Medium / Experimental Measurement / Theoretical Model / Gas Diffusion Layer / Energy / Modeling / Density / Fuel Cell / Conception / Porosity / Diffusion / Porous Media / Nitrogen / Current Density / Mass Transport / PEM fuel cell / Diffusion Coefficient / Hydrophobicity / Chemical Engineering Science / Porous Medium / Experimental Measurement / Theoretical Model / Gas Diffusion Layer

A comparison of multiscale methods for elliptic problems in porous media flow

Two Phase Flow / Porous Media / PARTIAL DIFFERENTIAL EQUATION / Mass Conservation / Finite Volume Method / Porous Medium / Performance Comparison / Computational Geosciences / High Efficiency / Porous Media Flow / Porous Medium / Performance Comparison / Computational Geosciences / High Efficiency / Porous Media Flow

Non-Darcian effects on natural convection heat transfer in a wavy porous enclosure

Engineering / Heat Transfer / Finite Element / Heat and Mass Transfer / Mathematical Sciences / Porous Media / Natural Convection / Physical sciences / Heat / Porous Medium / Galerkin Method / Transport Equation / Porous Media / Natural Convection / Physical sciences / Heat / Porous Medium / Galerkin Method / Transport Equation

Natural convection in a trapezoidal enclosure filled with a porous medium

Civil Engineering / Applied Mathematics / Heat Transfer / Natural Convection / Engineering Science / Finite Difference Method / Nusselt Number / Porous Medium / Stream Function / Aspect Ratio / Finite Difference Method / Nusselt Number / Porous Medium / Stream Function / Aspect Ratio

Crack problems in a poroelastic medium: an asymptotic approach

Civil Engineering / Integral Equations / Multidisciplinary / Dislocations / Laplace Transform / Stress Intensity Factor / Real Time / Stability of Functional Equation / Time Dependent / Porous Medium / Integral Equation / Boundary Condition / Pore Pressure / Asymptotic Behavior / Fourier Transformation / Stress Intensity Factor / Real Time / Stability of Functional Equation / Time Dependent / Porous Medium / Integral Equation / Boundary Condition / Pore Pressure / Asymptotic Behavior / Fourier Transformation

Crack Problems in a Poroelastic Medium: An Asymptotic Approach

Civil Engineering / Integral Equations / Multidisciplinary / Dislocations / Laplace Transform / Stress Intensity Factor / Real Time / Stability of Functional Equation / Time Dependent / Porous Medium / Integral Equation / Boundary Condition / Pore Pressure / Asymptotic Behavior / Fourier Transformation / Stress Intensity Factor / Real Time / Stability of Functional Equation / Time Dependent / Porous Medium / Integral Equation / Boundary Condition / Pore Pressure / Asymptotic Behavior / Fourier Transformation
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