This paper examines the time-dependent double diffusive convection in Brinkman flow in a semi-infinite cylinder. Under appropriate initial and boundary conditions the authors establish exponential decay of solutions in energy norm with distance from the finite end of the cylinder. (c) 2007 Elsevier Inc. All rights reserved
(Communicated by Gregoire Allaire) Abstract. The work focuses on the behaviour at infinity of soluti...
AbstractThe present paper purports to deal with the problem of triply diffusive convection in sparse...
The two-dimensional motion of a fluid confined between two long horizontal planes, heated and salted...
AbstractThis paper examines the time-dependent double diffusive convection in Brinkman flow in a sem...
In this paper, we consider the Brinkman equations pipe flow, which includes the salinity and the tem...
AbstractThis paper examines the time-dependent double diffusive convection in Brinkman flow in a sem...
AbstractThis paper deals with a model of time-dependent double diffusive convection in Darcy flow. I...
This paper examines a temperature dependent Stokes flow in a semi-infinite cylinder. Under appropria...
AbstractThis paper continues the investigation of structural stability for the Brinkman equations mo...
A model for double-diffusive convection in anisotropic and inhomogeneous porous media has been analy...
AbstractThis work considers the time-dependent anisotropic penetrative convective Darcy flow in a se...
The onset of double-diffusive convection in a highly permeable porous medium with a horizontal throu...
This paper presents a projection-based stabilization method of the double-diffusive convection in Da...
This paper establishes exponential decay bounds for a transient magnetohydrodynamic flow in a semi-i...
We develop a theory for double diffusive convection in a double porosity material along the Brinkman...
(Communicated by Gregoire Allaire) Abstract. The work focuses on the behaviour at infinity of soluti...
AbstractThe present paper purports to deal with the problem of triply diffusive convection in sparse...
The two-dimensional motion of a fluid confined between two long horizontal planes, heated and salted...
AbstractThis paper examines the time-dependent double diffusive convection in Brinkman flow in a sem...
In this paper, we consider the Brinkman equations pipe flow, which includes the salinity and the tem...
AbstractThis paper examines the time-dependent double diffusive convection in Brinkman flow in a sem...
AbstractThis paper deals with a model of time-dependent double diffusive convection in Darcy flow. I...
This paper examines a temperature dependent Stokes flow in a semi-infinite cylinder. Under appropria...
AbstractThis paper continues the investigation of structural stability for the Brinkman equations mo...
A model for double-diffusive convection in anisotropic and inhomogeneous porous media has been analy...
AbstractThis work considers the time-dependent anisotropic penetrative convective Darcy flow in a se...
The onset of double-diffusive convection in a highly permeable porous medium with a horizontal throu...
This paper presents a projection-based stabilization method of the double-diffusive convection in Da...
This paper establishes exponential decay bounds for a transient magnetohydrodynamic flow in a semi-i...
We develop a theory for double diffusive convection in a double porosity material along the Brinkman...
(Communicated by Gregoire Allaire) Abstract. The work focuses on the behaviour at infinity of soluti...
AbstractThe present paper purports to deal with the problem of triply diffusive convection in sparse...
The two-dimensional motion of a fluid confined between two long horizontal planes, heated and salted...
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