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12
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1.
Upscaling of
Forchheimer
flow
s
作者:
Eugenio Aulisaa
;
eugenio.aulisa@ttu.edu" class="auth_mail
;
Lidia Bloshanskayab
;
bloshanl@newpaltz.edu" class="auth_mail
;
Yalchin Efendievc
;
d
;
efendiev@math.tamu.edu" class="auth_mail
;
Akif Ibragimova
;
akif.ibraguimov@ttu.edu" class="auth_mail
关键词:
Upscaling
;
Heterogeneity
;
Forchheimer
flow
;
Nonlinear
flow
;
Permeability
;
Productivity index
刊名:Advances in Water Resources
年:41852
2.
Non-Darcian
flow
of shear-thinning fluids through packed beads: Experiments and predictions using
Forchheimer
's law and Ergun's equation
作者:
Antonio Rodrí
;
guez de Castroa
;
b
;
antonio.rodriguezdecastro@ensam.eu
;
Giovanni Radillaa
;
c
刊名:Advances in Water Resources
年:2017
3.
Influence of surface roughness on nonlinear
flow
behaviors in 3D self-affine rough fractures: Lattice Boltzmann simulations
作者:
Min Wanga
;
b
;
wangmin@whu.edu.cn" class="auth_mail" title="E-mail the corresponding author
;
Yi-Feng Chena
;
csyfchen@whu.edu.cn" class="auth_mail" title="E-mail the corresponding author
;
Guo-Wei Mab
;
guowei.ma@uwa.edu.au" class="auth_mail" title="E-mail the corresponding author
;
Jia-Qing Zhoua
;
Chuang-Bing Zhoua
;
c
关键词:
Self-affine fractures
;
Surface roughness
;
Roughness decomposition
;
Nonlinear fluid
flow
;
Lattice Boltzmann method
刊名:Advances in Water Resources
年:2016
4.
Critical hydraulic gradient for nonlinear
flow
through rock fracture networks: The roles of aperture, surface roughness, and number of intersections
作者:
Richeng Liua
;
Bo Lib
;
a
;
libo@nagasaki-u.ac.jp" class="auth_mail" title="E-mail the corresponding author
;
Yujing Jianga
;
c
关键词:
Critical hydraulic gradient
;
Discrete fracture network
;
Surface roughness
;
Intersection
;
Aperture
;
Nonlinear
flow
刊名:Advances in Water Resources
年:2016
5.
Rainfall induced groundwater mound in wedge-shaped promontories: The Strack-Chernyshov model revisited
作者:
A.R. Kacimova
;
anvar@squ.edu.om" class="auth_mail" title="E-mail the corresponding author
;
akacimov@gmail.com" class="auth_mail" title="E-mail the corresponding author
;
I.R. Kayumovb
;
ikayumov@kpfu.ru" class="auth_mail" title="E-mail the corresponding author
;
A. Al-Maktoumia
;
ali4530@squ.edu.om" class="auth_mail" title="E-mail the corresponding author
关键词:
Dirichlet conditions for Poisson equation
;
Analytic and numeric solutions
;
Dupuit&ndash
;
Forchheimer
model
;
Water table with natural recharge
;
Evaporation and sea water intrusion
刊名:Advances in Water Resources
年:2016
6.
Numerical modeling of drag for
flow
through vegetated domains and porous structures
作者:
Steven A. Mattisa
;
steven@ices.utexas.edu
;
Clint N. Dawsona
;
clint@ices.utexas.edu
;
Christopher E. Keesb
;
christopher.e.kees@usace.army.mil
;
Matthew W. Farthingb
;
matthew.w.farthing@usace.army.mil
关键词:
Vegetation
;
Upscaling
;
Porous media
;
Computational hydraulics
刊名:Advances in Water Resources
年:2012
7.
Transient analytic elements for periodic Dupuit–
Forchheimer
flow
作者:
Bakker
;
Mark
关键词:
Transient
;
Periodic
;
Groundwater
flow
;
Analytic element method
刊名:Advances in Water Resources
年:2004
8.
On the non-linear behavior of a laminar single-phase
flow
through two and three-dimensional porous media
作者:
Fourar
;
Mostafa
;
Radilla
;
Giovanni
;
Lenormand
;
Roland
;
Moyne
;
Christian
关键词:
Flow
in porous media
;
Non-Darcy
flow
;
Inertial effects
;
Forchheimmer's equation
;
Weak regime
刊名:Advances in Water Resources
年:2004
9.
Physical splitting of nonlinear effects in high-velocity stable
flow
through porous media
作者:
M. Panfilov and M. Fourar
关键词:
Porous media
;
Navier–
;
Stokes
;
Nonlinear correction
;
Darcy
;
Forchheimer
;
Streamlines
;
High Reynolds
;
Permeability
;
Vortex
刊名:Advances in Water Resources
年:2006
10.
Modeling groundwater??????surface water interactions using the Dupuit approximation
作者:
Anderson
;
Erik I.
关键词:
Groundwater??????surface water interaction
;
Dupuit??????
Forchheimer
assumption
;
Groundwater modeling
;
Analytic
刊名:Advances in Water Resources
年:2005
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