[图书][B] Convection in porous media
DA Nield, A Bejan - 2006 - Springer
By a porous medium we mean a material consisting of a solid matrix with an interconnected
void. We suppose that the solid matrix is either rigid (the usual situation) or it undergoes …
void. We suppose that the solid matrix is either rigid (the usual situation) or it undergoes …
A study of continuous dependence and symmetric properties of double diffusive convection: forchheimer model
In this recent work, the continuous dependence of double diffusive convection was studied
theoretically in a porous medium of the Forchheimer model along with a variable viscosity …
theoretically in a porous medium of the Forchheimer model along with a variable viscosity …
Coupled hydromechanical and electromagnetic disturbances in unsaturated porous materials
A Revil, H Mahardika - Water resources research, 2013 - Wiley Online Library
A theory of cross‐coupled flow equations in unsaturated soils is necessary to predict (1)
electroosmotic flow with application to electroremediation and agriculture,(2) the …
electroosmotic flow with application to electroremediation and agriculture,(2) the …
Mechanics of fluid flow through a porous medium
DA Nield, A Bejan, DA Nield, A Bejan - Convection in porous media, 2017 - Springer
By a porous medium we mean a material consisting of a solid matrix with an interconnected
void. We suppose that the solid matrix is either rigid (the usual situation) or it undergoes …
void. We suppose that the solid matrix is either rigid (the usual situation) or it undergoes …
Global–local nonlinear model reduction for flows in heterogeneous porous media
In this paper, we combine discrete empirical interpolation techniques, global mode
decomposition methods, and local multiscale methods, such as the Generalized Multiscale …
decomposition methods, and local multiscale methods, such as the Generalized Multiscale …
Continuous dependence for thermal convection in a Forchheimer-Brinkman model with variable viscosity
In this paper, the structural stability has been investigated in the problem of the thermal
convection in a Forchheimer-Brinkman type. The problem has been considered when the …
convection in a Forchheimer-Brinkman type. The problem has been considered when the …
Structural stability of generalized Forchheimer equations for compressible fluids in porous media
L Hoang, A Ibragimov - Nonlinearity, 2010 - iopscience.iop.org
We study the generalized Forchheimer equations for slightly compressible fluids in porous
media. The structural stability is established with respect to either the boundary data or the …
media. The structural stability is established with respect to either the boundary data or the …
Parabolic turbulence k-epsilon model with applications in fluid flows through permeable media
HB de Oliveira - Opuscula Mathematica, 2024 - opuscula.agh.edu.pl
In this work, we study a one-equation turbulence\(k\)-epsilon model that governs fluid flows
through permeable media. The model problem under consideration here is derived from the …
through permeable media. The model problem under consideration here is derived from the …
Continuous dependence on the reaction terms in porous convection with surface reactions
N Scott, B Straughan - Quarterly of Applied Mathematics, 2013 - ams.org
We investigate continuous dependence of the solution on the coefficients of the reaction
terms for the problem where convection in a saturated porous medium is primarily due to …
terms for the problem where convection in a saturated porous medium is primarily due to …
[HTML][HTML] Numerical validation of an adaptive model for the determination of nonlinear-flow regions in highly heterogeneous porous media
A Fumagalli, FS Patacchini - Mathematics and Computers in Simulation, 2025 - Elsevier
An adaptive model for the description of flows in highly heterogeneous porous media is
developed in Fumagalli and Patacchini (2022, 2023). There, depending on the magnitude of …
developed in Fumagalli and Patacchini (2022, 2023). There, depending on the magnitude of …