117 - 117 |
Untitled - Preface Pinczewski WV, Paterson L |
119 - 138 |
The development of appropriate upscaling procedures Pickup GE, Hern CY |
139 - 153 |
Effective flux boundary conditions for upscaling porous media equations Wallstrom TC, Christie MA, Durlofsky LJ, Sharp DH |
155 - 178 |
Application of effective flux boundary conditions to two-phase upscaling in porous media Wallstrom TC, Hou S, Christie MA, Durlofsky LJ, Sharp DH, Zou Q |
179 - 212 |
Sequential upscaling method Suzuki K, Hewett TA |
213 - 232 |
A Markov chain model for effective relative permeabilities and capillary pressure Dale M, Kleppe H |
233 - 249 |
A new exact upscaling formula and investigations of numerical errors in simulation of single- and two-phase Darcy flow in barrier geometries Wessel-Berg D, Bergmo PES |
251 - 268 |
Effective versus total porosity based geostatistical models: Implications for upscaling and flow simulation Taggart I |
269 - 284 |
Simulation of gas dipole tests in fractures at the intermediate scale using a new upscaling method Ramajo H, Olivella S, Carrera J, Sanchez-Vila X |
285 - 310 |
A sedimentological approach to upscaling Liu KY, Paterson L, Wong P, Qi DS |
311 - 343 |
Process based reconstruction of sandstones and prediction of transport properties Oren PE, Bakke S |
345 - 372 |
Direct and stochastic generation of network models from tomographic images; Effect of topology on residual saturations Sok RM, Knackstedt MA, Sheppard AP, Pinczewski WV, Lindquist WB, Venkatarangan A, Paterson L |
373 - 390 |
Review on scale dependent characterization of the microstructure of porous media Hilfer R |