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Home > Computational Methods in Water Resources: Volume 1 > Lattice Boltzmann approach to Richards' equation
Computational Methods in Water Resources: Volume 1 |
Cass T. Miller; Matthew W. Farthing; William G. Gray; George F. Pinder
Elsevier
Computational Methods in Water Resources: Volume 1
Lattice Boltzmann approach to Richards' equation
Authors

Irina Ginzburg; Jean-Philippe Carlier; Cyril Kao

ARI Id

1665593522360_17397771

Access

Not Available Free

Pages

583-595

Table of Contents of Book
Showing 1 to 20 of 91 entries
Chapters/HeadingsAuthor(s)PagesInfo
Preface
Cass T. Miller; Matthew W. Farthing
v-vi
Organizing Committee
vii
I. 1 Pore Scale Modeling
Generation of two-dimensional pore networks for drainage simulations
Roland Glantz; Markus Hilpert
3-13
An evaluation of permeability of statistically reconstructed three-dimensional pore structures with lattice boltzmann simulations
Marcel G. Schaap; Inmaculada Lebron
15-22
Estimating interfacial areas resulting from lattice Boltzmann simulation of two-fluid-phase flow in a porous medium
J.E. McClure; C. Pan; D. Adalsteinsson; W.G. Gray; C.T. Miller
23-35
Modelling sorbing and non-sorbing solute migration in a real fracture geometry using lattice-gas cellular automaton
A. Genty; V. Pot
37-48
Pore-scale simulations of flow, transport, and reaction in porous media
S.Y. Chen; D.X. Zhang; Q.J. Kang
49-60
Modeling biofilm morphology along a transverse mixing zone in porous media at the pore scale
Chad Knutson; C.J. Werth; A.J. Valocchi; B.J. Travis
61-69
2D dynamic pore-scale network model of imbibition
M.S. Al-Gharbi; M.J. Blunt
71-82
A pore-scale network approach to investigate dynamic effects in multiphase flow
T. Gielen; S.M. Hassanizadeh; M.A. Celia; H.K. Dahle; A. Leijnse
83-94
An evaluation of lattice Boltzmann equation methods for simulating flow through porous media
C. Pan; L.-S. Luo; C.T. Miller
95-106
Continuum percolation theory for natural porous media
Allen G. Hunt
107-114
Upscaling of tracer transport including convection and brownian motion using a 3D network model
R.C. Acharya; M.I.J. Van Dijke; A. Leijnse; S.E.A.T.M. Van der Zee; K.S. Sorbie
115-125
Dynamic effects in capillary pressure relationships for two-phase flow in porous media: insights from bundle-of-tubes models and their implications
Michael A. Celia; Helge K. Dahle; S. Majid Hassanizadeh
127-138
Impact of microscopic NAPL-water interface configurations on subsequent gas injection into water-wet permeable rocks
Ahmed Al-Futaisi; Tad W. Patzek
139-151
Two-phase flow in porous media: crossover from capillary fingering to compact invasion
M. Ferer; Grant S. Bromhal; Duane H. Smith
153-161
Consistency of three-phase capillary entry pressures and pore phase occupancies
M.I.J. van Dijke; K.S. Sorbie
163-174
Prediction of imbibition in simple porous media
M. Gladkikh; S. Bryant
175-186
Dissolution of a single-component wetting NAPL in porous media: pore network study of the role of film stability
W. Zhao; M.A. Ioannidis
187-195
Chapters/HeadingsAuthor(s)PagesInfo
Showing 1 to 20 of 91 entries
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