Difference between revisions of "Multiphase Flow in Porous Media"

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== Introduction ==
 
== Introduction ==
 +
Many natural and technical processes involve multiphase flow
 +
processes in porous media. Despite that fact fundamental
 +
concepts of twophase flow on macroscopic scales still remain unclear. The
 +
predictive power of the most commonly used extended multiphase Darcy
 +
theory is at best limited to simple problems where neither hysteresis nor
 +
dynamic effects like trapping nor varying residual saturations have a
 +
substantial impact on the solutions. Alternative theories range from
 +
purely heuristic hysteresis models, as well
 +
as adding terms to equations to e.g. include dynamic effects to adding phases and equations into
 +
the model, e.g. interfacial areas.
 +
 
== Our Project ==
 
== Our Project ==
  

Revision as of 17:29, 27 April 2009

Introduction

Many natural and technical processes involve multiphase flow processes in porous media. Despite that fact fundamental concepts of twophase flow on macroscopic scales still remain unclear. The predictive power of the most commonly used extended multiphase Darcy theory is at best limited to simple problems where neither hysteresis nor dynamic effects like trapping nor varying residual saturations have a substantial impact on the solutions. Alternative theories range from purely heuristic hysteresis models, as well as adding terms to equations to e.g. include dynamic effects to adding phases and equations into the model, e.g. interfacial areas.

Our Project

Current Coworkers

Collaborations

  • The project is part of Nupus (International Research Training Group 'Non-linearities and Upscaling in PoroUS media').
  • Prof. Dr. Paul Zegeling, Department of Mathematics, Faculty of Sciences, Utrecht University
  • Prof. Dr. Majid Hassanizadeh, Department of Earth Sciences, Faculty of Geosciences, Utrecht University

Publications