Some References for the Micro-Model
Project: (Go
back to Workshop Program Page)
Thermodynamically constrained averaging
theory approach for modeling flow and transport phenomena in porous
medium systems: 1. Motivation and overview
William G. Gray *, Cass T. Miller
Thermodynamically constrained averaging
theory approach for modeling flow and transport phenomena in porous
medium systems: 2. Foundation
Cass T. Miller *, William G. Gray
Thermodynamically constrained averaging theory
approach for modeling flow and transport phenomena in porous medium
systems: 3. Single-fluid-phase flow
William G. Gray, Cass T. Miller
Thermodynamics and constitutive theory for
multiphase porous-media flow considering internal geometric constraints
William G. Gray
On the definition and derivatives of macroscale
energy for the description of multiphase systems
William G. Gray
Closure Conditions for Two-Fluid Flow in
Porous Media
WILLIAM G. GRAY, ANDREW F. B. TOMPSON and WENDY E. SOLL
Lattice-Boltzmann simulation of two-phase
flow in porous media
C. Pan, M. Hilpert and C. T. Miller
A PORE
NETWORK MODEL FOR CALCULATION OF INTERFACIAL VELOCITIES
H.F. Nordhaug, M. Celia, H.K. Dahle
TOWARD
AN IMPROVED UNDERSTANDING OF MULTIPHASE FLOW IN POROUS MEDIA
Julia C. Muccino, William G. Gray, Lin A. Ferrand
Dynamic Effect in the
Capillary Pressure–Saturation Relationship and its Impacts on
Unsaturated Flow
S. Majid Hassanizadeh, Michael A. Celia, and Helge K. Dahle
Modeling support of functional
relationships between capillary pressure, saturation, interfacial area
and common lines
Rudolf J. Held, Michael A. Celia
A functional relationship
between capillary pressure, saturation, and interfacial area as
revealed by a pore-scale network model
Paul C. Reeves and Michael A. Celia
Invasion percolation: a new form
of percolation theory
David Wilkinson and Jorge F Willemsen
Monte Carlo study of invasion
percolation clusters in two and three dimensions
David Wilkinson and Mary Barsony
Percolation model of immiscible
displacement in the presence of buoyancy forces
David Wilkinson
Percolation with trapping
Madalena M Dias and David Wilkinson
Percolation effects in
immiscible displacements
David Wilkinson
Transport and dispersion in
random networks with percolation disorder
J. Koplik, S Redner, D. Wilkinson
Coexisting two-phase flow in
correlated two-dimensional percolation
D. D. Nolte and L. J. Pyrak-Nolte
Stratified continuum
percolation: Scaling geometry of hierarchical cascades
D. D. Nolte and L. J. Pyrak-Nolte
Immiscible
Fluid Flow in a Fracture,
Pyrak-Nolte, L. J., Helgeson, D. and G. M. Haley, Rock Mechanics
Multiphase Flow in Fractures
Pyrak-Nolte
Linking
Pressure and Saturation through Interfacial Areas in Porous Media
J.-T. Cheng, L. J.
Pyrak-Nolte, D. D. Nolte and N. J. Giordano,
(Go back to
Workshop Program Page)