Abstract The thermosolutal convection in Walters B ’ heterogeneous viscoelastic fluid through Brinkman porous medium is considered. Following the linearized stability theory, Boussinesq approximation and normal mode analysis, the dispersion relation is obtained. Discussion of different modes revealed that the principle of exchange of stabilities is not valid for the problem. Further, it is found that oscillatory modes exist under certain conditions and non-oscillatory modes are unstable
Linear stability theory is used to investigate convective instability in a horizontal porous layer s...
The stability of mixed convection in a Newtonian fluid medium heated from below and cooled from abov...
The stability of a binary viscoelastic fluid-saturated porous layer which is heated from below is st...
Abstract: An attempt has been made to investigate the thermosolutal convection of a heterogeneous Ri...
The thermal instability of an Oldroydian heterogeneous viscoelastic fluid in a porous medium is cons...
The linear stability of a viscoelastic fluid-saturated sparsely packed porous layer heated from belo...
The linear stability of a viscoelastic fluid-saturated sparsely packed porous layer heated from belo...
A linear stability analysis is carried out to study viscoelastic fluid convection in a sparsely pack...
Thermosolutal convection in a layer of Rivlin-Ericksen viscoelastic fluid of Veronis (1965) type is ...
Thermal instability in a horizontal layer of Oldroydian visco-elastic fluid in a porous medium is in...
The linear stability of a viscoelastic fluid saturated densely packed horizontal porous layer heated...
The stability of a viscoelastic fluid in a densely packed horizontal porous layer heated from below ...
The stability of a viscoelastic fluid in a densely packed horizontal porous layer heated from below ...
The stability of a viscoelastic fluid in a densely packed horizontal porous layer heated from below ...
The instability of a viscoelastic fluid saturating a horizontal porous layer heated from below is st...
Linear stability theory is used to investigate convective instability in a horizontal porous layer s...
The stability of mixed convection in a Newtonian fluid medium heated from below and cooled from abov...
The stability of a binary viscoelastic fluid-saturated porous layer which is heated from below is st...
Abstract: An attempt has been made to investigate the thermosolutal convection of a heterogeneous Ri...
The thermal instability of an Oldroydian heterogeneous viscoelastic fluid in a porous medium is cons...
The linear stability of a viscoelastic fluid-saturated sparsely packed porous layer heated from belo...
The linear stability of a viscoelastic fluid-saturated sparsely packed porous layer heated from belo...
A linear stability analysis is carried out to study viscoelastic fluid convection in a sparsely pack...
Thermosolutal convection in a layer of Rivlin-Ericksen viscoelastic fluid of Veronis (1965) type is ...
Thermal instability in a horizontal layer of Oldroydian visco-elastic fluid in a porous medium is in...
The linear stability of a viscoelastic fluid saturated densely packed horizontal porous layer heated...
The stability of a viscoelastic fluid in a densely packed horizontal porous layer heated from below ...
The stability of a viscoelastic fluid in a densely packed horizontal porous layer heated from below ...
The stability of a viscoelastic fluid in a densely packed horizontal porous layer heated from below ...
The instability of a viscoelastic fluid saturating a horizontal porous layer heated from below is st...
Linear stability theory is used to investigate convective instability in a horizontal porous layer s...
The stability of mixed convection in a Newtonian fluid medium heated from below and cooled from abov...
The stability of a binary viscoelastic fluid-saturated porous layer which is heated from below is st...