| 1 - 16 |
Longitudinal Dispersion Coefficient: Effects of Particle-Size Distribution
Jourak A, Frishfelds V, Hellstrom JGI, Lundstrom TS, Herrmann I, Hedstrom A |
| 17 - 35 |
A Model for Tracking Fronts of Stress-Induced Permeability Enhancement
Lewis KC, Karra S, Kelkar S |
| 37 - 54 |
Imbibition of Anionic Surfactant Solution into Oil-Wet Capillary Tubes
Mirzaei M, DiCarlo D |
| 55 - 71 |
A New Insight into the Convective Boundary Condition
Magyari E |
| 73 - 83 |
Onset of Convection with Internal Heating in a Porous Medium Saturated by a Nanofluid
Nield DA, Kuznetsov AV |
| 85 - 100 |
The Effect of Strong Heterogeneity on the Onset of Convection Induced by Internal Heating in a Porous Medium: A Layered Model
Kuznetsov AV, Nield DA |
| 101 - 117 |
Numerical Simulation of Porosity in Cements
Do QH, Bishnoi S, Scrivener KL |
| 119 - 143 |
Effects of Medium Permeability Anisotropy on Chemical-Dissolution Front Instability in Fluid-Saturated Porous Media
Zhao CB, Hobbs BE, Ord A |
| 145 - 160 |
Dynamic Ink Oil Absorption in a Pigmented Porous Coating Medium Studied by Near-Infrared Diffuse Reflectance Spectroscopy
Tag CM, Toiviainen M, Ridgway C, Juuti M, Gane PAC |
| 161 - 174 |
On Modeling Flow in Fractal Media form Fractional Continuum Mechanics and Fractal Geometry
Moreles MA, Pena J, Botello S, Iturriaga R |
| 175 - 189 |
The Onset of Prandtl-Darcy-Prats Convection in a Horizontal Porous Layer
Dodgson E, Rees DAS |
| 191 - 206 |
Ferrofluid Permeation into Three-Dimensional Random Porous Media: A Numerical Study Using the Lattice Boltzmann Method
Hadavand M, Nabovati A, Sousa ACM |
