Louis Durlofsky
Louis Durlofsky
Professor of Energy Resources Engineering, Stanford University
Verified email at stanford.edu - Homepage
Cited by
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Numerical calculation of equivalent grid block permeability tensors for heterogeneous porous media
LJ Durlofsky
Water Resources Research 27 (5), 699-708, 1991
An efficient discrete fracture model applicable for general purpose reservoir simulators
M Karimi-Fard, LJ Durlofsky, K Aziz
SPE JOURNAL 9 (2), 227-236, 2004
Dynamic simulation of hydrodynamically interacting particles
L Durlofsky, JF Brady, G Bossis
Journal of fluid mechanics 180, 21-49, 1987
Optimization of nonconventional well type, location, and trajectory
B Yeten, LJ Durlofsky, K Aziz
SPE Journal 8 (3), 200-210, 2003
A coupled local–global upscaling approach for simulating flow in highly heterogeneous formations
Y Chen, LJ Durlofsky, M Gerritsen, XH Wen
Advances in water resources 26 (10), 1041-1060, 2003
Application of a particle swarm optimization algorithm for determining optimum well location and type
JE Onwunalu, LJ Durlofsky
Computational Geosciences 14 (1), 183-198, 2010
Analysis of the Brinkman equation as a model for flow in porous media
L Durlofsky, JF Brady
The Physics of fluids 30 (11), 3329-3341, 1987
Efficient real-time reservoir management using adjoint-based optimal control and model updating
P Sarma, LJ Durlofsky, K Aziz, WH Chen
Computational Geosciences 10 (1), 3-36, 2006
Experimental study of two and three phase flows in large diameter inclined pipes
G Oddie, H Shi, LJ Durlofsky, K Aziz, B Pfeffer, JA Holmes
International Journal of Multiphase Flow 29 (4), 527-558, 2003
Modeling fluid flow in oil reservoirs
MG Gerritsen, LJ Durlofsky
Annu. Rev. Fluid Mech. 37, 211-238, 2005
Upscaling and gridding of fine scale geological models for flow simulation
LJ Durlofsky
8th International Forum on Reservoir Simulation Iles Borromees, Stresa …, 2005
Drift-flux modeling of two-phase flow in wellbores
H Shi, JA Holmes, LJ Durlofsky, K Aziz, L Diaz, B Alkaya, G Oddie
Spe Journal 10 (01), 24-33, 2005
Accuracy of mixed and control volume finite element approximations to Darcy velocity and related quantities
LJ Durlofsky
Water Resources Research 30 (4), 965-973, 1994
A triangle based mixed finite element—finite volume technique for modeling two phase flow through porous media
LJ Durlofsky
Journal of Computational Physics 105 (2), 252-266, 1993
Implementation of adjoint solution for optimal control of smart wells
P Sarma, K Aziz, LJ Durlofsky
SPE reservoir simulation symposium, 2005
Kernel principal component analysis for efficient, differentiable parameterization of multipoint geostatistics
P Sarma, LJ Durlofsky, K Aziz
Mathematical Geosciences 40 (1), 3-32, 2008
A nonuniform coarsening approach for the scale-up of displacement processes in heterogeneous porous media
LJ Durlofsky, RC Jones, WJ Milliken
Advances in Water Resources 20 (5-6), 335-347, 1997
Adaptive local–global upscaling for general flow scenarios in heterogeneous formations
Y Chen, LJ Durlofsky
Transport in porous Media 62 (2), 157-185, 2006
Triangle based adaptive stencils for the solution of hyperbolic conservation laws
LJ Durlofsky, B Engquist, S Osher
Journal of Computational Physics 98 (1), 64-73, 1992
Upscaling discrete fracture characterizations to dual-porosity, dual-permeability models for efficient simulation of flow with strong gravitational effects
B Gong, M Karimi-Fard, LJ Durlofsky
SPE JOURNAL 13 (1), 58-67, 2008
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