• ON STATIONARY CONVECTION IN ROTATORY HYDRODYNAMIC TRIPLY DIFFUSIVE CONVECTION IN A DENSELY PACKED POROUS MEDIUM

JYOTI PRAKASH, SHWETA MANAN, PANKAJ KUMAR, KAKA RAM

Abstract


The present paper mathematically establishes that ‘the principle of the exchange of stabilities’ for rotatory hydrodynamic triply diffusive convection analogous to Stern (Tellus, 12, (1960), pp. 172-175) type in a densely packed porous medium is valid in the regime  where  is the thermal Rayleigh number,  is a porous parameter,  is the Taylor number,  is a constant and  is the thermal Prandtl number. It is further proved that the above result is uniformly valid for any combination of rigid and free boundaries.


Keywords


Triply diffusive convection; Principle of the exchange of stabilities; Rayleigh number; Taylor number; Porous medium; Darcy Model.

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