Following the development of an immersed boundary method for the study of flow through porous media [1,2], this paper presents direct numerical simulations for structured porous media composed of equal size staggered square cylinders. Different Reynolds numbers are simulated in order to capture the dependence of the pressure drop and friction factor with the Reynolds number. Results are compared to available and widely used empirical correlations. These correlations assume that the additional pressure drop caused by the entrance and exit flow adjustments is unimportant as compared to the pressure drop imposed by the porous medium core. Following this line of though, many of the studies and books on flow though porous media neglect these ent...
This paper is centred on a compact finite differences method for the calculation of two-dimensional ...
In packed bed catalytic reactor, the fluid flow phenomena are very complicated because of the fluid ...
A compact finite differences method is used to calculate two-dimensional viscous flows through compl...
This paper presents direct numerical simulations for the flow through regular porous media composed ...
Inlet and outlet pressure drop effects can contribute significantly to the total pressure drop in po...
© 2019 IOP Publishing Ltd. All rights reserved. Optimization of the porous material geometry is caus...
Fluid flow data are presnted for beds of uniformly sized spheres consolidated with resin over a poro...
In the present paper we uncover through numerical simulation the velocity and pressure fields inside...
We present numerical simulations of post-Darcy flow in thin porous medium: one consisting of stagger...
Porous media, here defined as any permeable structure allowing a fluid to flow through, are relevant...
The ghost cell immersed boundary method coupled with a finite difference based Navier-Stokes solver ...
Bluff bodies are an inextricable part of life. They are found abundantly in engineered structures. W...
This chapter demonstrates the potential of the immersed boundary method for the direct numerical sim...
An isotropic elastic porous structure whose initial geometry is regular (periodically uniform) will ...
This paper is centred on a compact finite differences method for the calculation of two-dimensional ...
This paper is centred on a compact finite differences method for the calculation of two-dimensional ...
In packed bed catalytic reactor, the fluid flow phenomena are very complicated because of the fluid ...
A compact finite differences method is used to calculate two-dimensional viscous flows through compl...
This paper presents direct numerical simulations for the flow through regular porous media composed ...
Inlet and outlet pressure drop effects can contribute significantly to the total pressure drop in po...
© 2019 IOP Publishing Ltd. All rights reserved. Optimization of the porous material geometry is caus...
Fluid flow data are presnted for beds of uniformly sized spheres consolidated with resin over a poro...
In the present paper we uncover through numerical simulation the velocity and pressure fields inside...
We present numerical simulations of post-Darcy flow in thin porous medium: one consisting of stagger...
Porous media, here defined as any permeable structure allowing a fluid to flow through, are relevant...
The ghost cell immersed boundary method coupled with a finite difference based Navier-Stokes solver ...
Bluff bodies are an inextricable part of life. They are found abundantly in engineered structures. W...
This chapter demonstrates the potential of the immersed boundary method for the direct numerical sim...
An isotropic elastic porous structure whose initial geometry is regular (periodically uniform) will ...
This paper is centred on a compact finite differences method for the calculation of two-dimensional ...
This paper is centred on a compact finite differences method for the calculation of two-dimensional ...
In packed bed catalytic reactor, the fluid flow phenomena are very complicated because of the fluid ...
A compact finite differences method is used to calculate two-dimensional viscous flows through compl...