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1.
Local modeling of instability onset for global finger evolution
作者:
Rouven Kü
;
nze
;
rouven.kunze@unil.ch" class="auth_mail
;
Pavel Tomin pavel.tomin@unil.ch" class="auth_mail
;
Ivan Lunati ivan.lunati@unil.ch" class="auth_mail
关键词:
Multiscale
Finite
-
Volume
method
;
Flow instabilities
;
Density-driven flow
;
CO2 sequestration
;
Adaptive formulations
刊名:Advances in Water Resources
年:41852
2.
Effects of using altered coarse grids on the implementation and computational cost of the
multiscale
finite
volume
method
作者:
Mehdi Mosharaf Dehkordi
;
Mehrdad Taghizadeh Manzari
关键词:
Porous media
;
Multiscale
method
s
;
Finite
-
volume
Method
;
Grid generation
;
Matrix formulation
刊名:Advances in Water Resources
年:2013
3.
A
multiscale
adjoint
method
to compute sensitivity coefficients for flow in heterogeneous porous media
作者:
Jianlin Fu
;
Hamdi A. Tchelepi
;
Jef Caers
关键词:
Multiscale
adjoint model
;
Gradient
;
High-resolution history matching
;
Model calibration
;
Multiscale
finite
-
volume
method
刊名:Advances in Water Resources
年:2010
4.
A
multiscale
method
for subsurface inverse modeling: Single-phase transient flow
作者:
Jianlin Fu
;
a
;
fu_jianlin_ac@yahoo.com"" rel=""nofollow
;
Jef Caersa
;
jcaers@stanford.edu"" rel=""nofollow
;
Hamdi A. Tchelepia
;
tchelepi@stanford.edu"" rel=""nofollow
关键词:
Multiscale
history matching
;
Large-scale flow problem
;
Inverse conditional modeling
;
Spatial structure preservation
;
Dimension reduction
刊名:Advances in Water Resources
年:2011
5.
Density estimation of two-phase flow with
multiscale
and randomly perturbed data
作者:
M. Presho
;
A. Må
;
lqvist
;
V. Ginting
关键词:
Multiscale
finite
element
method
;
Elliptic equation
;
Random perturbation
;
Neumann series
;
Non-parametric density estimation
;
Two-phase flow
刊名:Advances in Water Resources
年:2010
6.
Flow based oversampling technique for
multiscale
finite
element
method
s
作者:
J. Chu
;
Y. Efendiev
;
V. Ginting
;
T.Y. Hou
关键词:
Multiscale
;
Finite
volume
;
Oversampling
;
Upscaling
;
Two-phase flow
刊名:Advances in Water Resources
年:2008
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