Abstract: We study flow problems in unsaturated porous media. Our main interest is the gravity driven penetration of a dry material, a situation in which fingering effects can be observed experimentally and numerically. The flow is described by either a Richards or a two-phase model. The important modelling aspect regards the capillary pressure relation which can include static hysteresis and dynamic corrections. We report on analytical existence and instability results for the corresponding models and present numerical calculations. We show that fingering effects can be observed in various mod-els and discuss the importance of the static hysteresis term. key-words: two-phase flow, hysteresis, gravity fingering instability subject classific...
Understanding gravity-driven preferential flow in uniform porous materials is important as they can ...
We present a phase field model of infiltration that explains the formation of gravity fingers during...
Abstract: Two-phase flow and capillarity phenomenon in porous solids are well known in physics and ...
We study flow problems in unsaturated porous media. Our main interest is the gravity driven penetrat...
We investigate ow problems in unsaturated porous media with hysteresis effects in the capillary p...
The coupled equations for flow in unsaturated soil as proposed by Beliaev and Hassanizadeh [6] are d...
[2] To explain the dynamic behavior of the matric potential at the wetting front of gravity driven f...
Pore velocity-dependent dynamic contact angles provide a mechanism for explaining the formation of f...
International audienceDrainage (drying) and imbibition (wetting) cycles are expected in many applica...
Numerical simulation is used to study the effect of different factors on unstable miscible displacem...
The instability of infiltrating flow is studied using the mass balance equation coupled with a first...
The present paper analytically discusses the phenomenon of fingering in double phase flow through ho...
This work was also published as a Rice University thesis/dissertation: http://hdl.handle.net/1911/16...
Wetting front instability is an important phenomenon affecting fluid flow and contaminant transport ...
Incorporating hysteresis into models is important to accurately capture the two phase flow behavior ...
Understanding gravity-driven preferential flow in uniform porous materials is important as they can ...
We present a phase field model of infiltration that explains the formation of gravity fingers during...
Abstract: Two-phase flow and capillarity phenomenon in porous solids are well known in physics and ...
We study flow problems in unsaturated porous media. Our main interest is the gravity driven penetrat...
We investigate ow problems in unsaturated porous media with hysteresis effects in the capillary p...
The coupled equations for flow in unsaturated soil as proposed by Beliaev and Hassanizadeh [6] are d...
[2] To explain the dynamic behavior of the matric potential at the wetting front of gravity driven f...
Pore velocity-dependent dynamic contact angles provide a mechanism for explaining the formation of f...
International audienceDrainage (drying) and imbibition (wetting) cycles are expected in many applica...
Numerical simulation is used to study the effect of different factors on unstable miscible displacem...
The instability of infiltrating flow is studied using the mass balance equation coupled with a first...
The present paper analytically discusses the phenomenon of fingering in double phase flow through ho...
This work was also published as a Rice University thesis/dissertation: http://hdl.handle.net/1911/16...
Wetting front instability is an important phenomenon affecting fluid flow and contaminant transport ...
Incorporating hysteresis into models is important to accurately capture the two phase flow behavior ...
Understanding gravity-driven preferential flow in uniform porous materials is important as they can ...
We present a phase field model of infiltration that explains the formation of gravity fingers during...
Abstract: Two-phase flow and capillarity phenomenon in porous solids are well known in physics and ...