Add to ORKGThe influence of rotation on the stability of the conduction solution (motionless state) for the Bénard problem in a porous medium - in a generalized Boussinesq-Brinkman-Darcy scheme for stress-free boundary conditions - is studied. By introducing a natural balance field and using a suitable Liapunov function, we obtain the coincidence between critical Rayleigh numbers of linear and nonlinear stability, for any Taylor and Darcy numbers, under computable condition on the initial data
Abstract: The onset of thermal convection in an anisotropic horizontal porous layer heated from belo...
The influence of inertia (Vadasz term) on the onset of convection in rotating porous layer is anali...
A linear stability analysis is applied to a system consisting of a linear magneto-fluid layer overly...
The influence of rotation on the stability of the conduction solution (motionless state) for the Bén...
The stability of the conduction solution (motionless state) of the rotating Bénard problem in a poro...
A nonlinear stability analysis is performed for the Darcy equations of thermal con-vection in a flui...
A nonlinear stability analysis is performed for the Darcy equations of thermal convection in a fluid...
The onset of natural convection in a fluid-saturated anisotropic porous layer, which rotates about t...
The linear and non-linear stability of rotating double-diffusive convection in a sparsely packed por...
The stability of the thermal convection in a fluid-saturated rotating anisotropic porous material is...
In this paper, the linear stability of a saturated rotating porous layer of viscoelastic fluid which...
Research on convective-diffusive fluid motions in porous media has a notable relevance (increasing w...
Thermal convection in a horizontally isotropic bi-disperse porous medium (BDPM) uniformly heated fro...
In this article we study a binary fluid saturating a rotating porous medium; the fluid is modeled ac...
AbstractLyapunov direct method is applied to study the non-linear conditional stability problem of a...
Abstract: The onset of thermal convection in an anisotropic horizontal porous layer heated from belo...
The influence of inertia (Vadasz term) on the onset of convection in rotating porous layer is anali...
A linear stability analysis is applied to a system consisting of a linear magneto-fluid layer overly...
The influence of rotation on the stability of the conduction solution (motionless state) for the Bén...
The stability of the conduction solution (motionless state) of the rotating Bénard problem in a poro...
A nonlinear stability analysis is performed for the Darcy equations of thermal con-vection in a flui...
A nonlinear stability analysis is performed for the Darcy equations of thermal convection in a fluid...
The onset of natural convection in a fluid-saturated anisotropic porous layer, which rotates about t...
The linear and non-linear stability of rotating double-diffusive convection in a sparsely packed por...
The stability of the thermal convection in a fluid-saturated rotating anisotropic porous material is...
In this paper, the linear stability of a saturated rotating porous layer of viscoelastic fluid which...
Research on convective-diffusive fluid motions in porous media has a notable relevance (increasing w...
Thermal convection in a horizontally isotropic bi-disperse porous medium (BDPM) uniformly heated fro...
In this article we study a binary fluid saturating a rotating porous medium; the fluid is modeled ac...
AbstractLyapunov direct method is applied to study the non-linear conditional stability problem of a...
Abstract: The onset of thermal convection in an anisotropic horizontal porous layer heated from belo...
The influence of inertia (Vadasz term) on the onset of convection in rotating porous layer is anali...
A linear stability analysis is applied to a system consisting of a linear magneto-fluid layer overly...