Abstract: This study analyzes the pressure in capillary tree-shaped networks, based on the thermodynamics and the geometric description of the network. The presence of equilibrium and non-equilibrium effects on pressure is accounted. In particular,the presence of equilibrium effects is shown to be essential for describing the pressure in the network. An approach to the definition of equilibrium capillary pressure is presented in terms of interfacial energies of the phases but also in terms of the geometry characteristics of the tree-shaped network. Among others, the equilibrium capillary pressure is shown to depend on number of branching levels and number of daughter branches. Finally, a criterion is established to evaluate the importance o...
The capillary pressure in the pores defined by equidimensional close-packed spheres is analyzed nume...
The dynamics of capillary climb of a wetting liquid into a porous medium that is opposed by gravity ...
Current theories of two-phase flow in porous media are based on the so-called extended Darcy’s law, ...
Abstract: This study analyzes the pressure in capillary tree-shaped networks, based on the thermodyn...
Capillary tree networks can be efficiently used for several applications. These trees display the sa...
A mathematical model has been developed which describes the fluid exchange from a capillary network ...
This paper aims to contribute to the ongoing research on tree-shaped flow structures. First, it brie...
Tree-shaped flow networks connect one point to an infinity of points and are everywhere in Nature. Th...
This paper aims to contribute to the ongoing research on tree-shaped flow structures. Here, we focus...
Current theories of multiphase flow rely on capillary pressure and saturation relationships that are...
To gain insight in relationships among capillary pressure, interfacial area, saturation, and relativ...
The effect of capillary pressure related to immiscible WAG (Water Alternate Gas) is studied by use o...
To gain insight in relationships among capillary pressure, interfacial area, saturation, and relativ...
ABSTRACT where Pn and Pw are the average pressures of nonwetting and wetting phases, respectively; P...
This paper examines the degree of irreversibility, or thermodynamic nonideality, in a tree-shaped fl...
The capillary pressure in the pores defined by equidimensional close-packed spheres is analyzed nume...
The dynamics of capillary climb of a wetting liquid into a porous medium that is opposed by gravity ...
Current theories of two-phase flow in porous media are based on the so-called extended Darcy’s law, ...
Abstract: This study analyzes the pressure in capillary tree-shaped networks, based on the thermodyn...
Capillary tree networks can be efficiently used for several applications. These trees display the sa...
A mathematical model has been developed which describes the fluid exchange from a capillary network ...
This paper aims to contribute to the ongoing research on tree-shaped flow structures. First, it brie...
Tree-shaped flow networks connect one point to an infinity of points and are everywhere in Nature. Th...
This paper aims to contribute to the ongoing research on tree-shaped flow structures. Here, we focus...
Current theories of multiphase flow rely on capillary pressure and saturation relationships that are...
To gain insight in relationships among capillary pressure, interfacial area, saturation, and relativ...
The effect of capillary pressure related to immiscible WAG (Water Alternate Gas) is studied by use o...
To gain insight in relationships among capillary pressure, interfacial area, saturation, and relativ...
ABSTRACT where Pn and Pw are the average pressures of nonwetting and wetting phases, respectively; P...
This paper examines the degree of irreversibility, or thermodynamic nonideality, in a tree-shaped fl...
The capillary pressure in the pores defined by equidimensional close-packed spheres is analyzed nume...
The dynamics of capillary climb of a wetting liquid into a porous medium that is opposed by gravity ...
Current theories of two-phase flow in porous media are based on the so-called extended Darcy’s law, ...