The instability of thermosolutal convection coupled with crossdiffusion of an electrically conducting fluid completely confined in an arbitrary region bounded by rigid wall in the presences of a uniform magnetic field applied in an arbitrary direction is investigated. Some general qualitatively results concerning the character of marginal state, stability of oscillatory motions and limitations on the oscillatory motions of growing amplitude are derived. The results for the thermosolutal convection problems with or without the individual consideration of Dufour and Soret effects follow as a consequence
The present paper investigates the effect of a uniform vertical rotation and a uniform vertical magn...
Thermal convection in magnetic fluids can be driven by buoyancy or by magnetic forces (due to the th...
AbstractA numerical study of laminar magnetohydrodynamic thermosolutal Marangoni convection along a ...
The effects of cross-diffusion on linear and weak nonlinear stability of double diffusive convection...
AbstractThe amenability of the linear stability analysis for the magnetohydrodynamic thermal stabili...
Thermosolutal convection problem of the Veronis’ type coupled with cross–diffusion is considered in ...
The linear and finite amplitude two-dimensional double-diffusive magnetoconvection (thermohaline con...
AbstractThis paper carries forward Sherman and Ostrach's (J. Fluid Mech. 24 (1966) 661–671) analysis...
The linear and finite amplitude two-dimensional double-diffusive magnetoconvection (thermohaline con...
In the presence of a magnetic field, a thermosolutal convection is postulated to occur in a compress...
This study deals theoretically with the effect of cross diffusion coefficients viz., Soret and Dufou...
The present paper reports on an analytical and numerical study of combined Soret and Dufour effects ...
We discuss the thermal instability in a layer of a ferromagnetic fluid when the boundaries of the l...
A linear stability analysis is undertaken to investigate the effects of cross-diffusion and gravity ...
AbstractA horizontal layer of magnetic fluid subjected to a vertical temperature gradient and a spat...
The present paper investigates the effect of a uniform vertical rotation and a uniform vertical magn...
Thermal convection in magnetic fluids can be driven by buoyancy or by magnetic forces (due to the th...
AbstractA numerical study of laminar magnetohydrodynamic thermosolutal Marangoni convection along a ...
The effects of cross-diffusion on linear and weak nonlinear stability of double diffusive convection...
AbstractThe amenability of the linear stability analysis for the magnetohydrodynamic thermal stabili...
Thermosolutal convection problem of the Veronis’ type coupled with cross–diffusion is considered in ...
The linear and finite amplitude two-dimensional double-diffusive magnetoconvection (thermohaline con...
AbstractThis paper carries forward Sherman and Ostrach's (J. Fluid Mech. 24 (1966) 661–671) analysis...
The linear and finite amplitude two-dimensional double-diffusive magnetoconvection (thermohaline con...
In the presence of a magnetic field, a thermosolutal convection is postulated to occur in a compress...
This study deals theoretically with the effect of cross diffusion coefficients viz., Soret and Dufou...
The present paper reports on an analytical and numerical study of combined Soret and Dufour effects ...
We discuss the thermal instability in a layer of a ferromagnetic fluid when the boundaries of the l...
A linear stability analysis is undertaken to investigate the effects of cross-diffusion and gravity ...
AbstractA horizontal layer of magnetic fluid subjected to a vertical temperature gradient and a spat...
The present paper investigates the effect of a uniform vertical rotation and a uniform vertical magn...
Thermal convection in magnetic fluids can be driven by buoyancy or by magnetic forces (due to the th...
AbstractA numerical study of laminar magnetohydrodynamic thermosolutal Marangoni convection along a ...