alexa Abstract | Modified MHD double- diffusive convection coupled with cross-diffusions

Advances in Applied Science Research
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Abstract

The present paper investigates the problem of modified magnetohydrodynamic (MHD) double-diffusive convection coupled with cross-diffusions for the Veronis’ and Stern’s type configurations. The nasty behaviour of the governing equations of the problem is mollified by the construction of a proper transformation and the relationship between various energies is established. The analysis made brings out that total kinetic energy associated with a disturbance is greater than the sum of its total magnetic and concentration energies in the parameter regime, 1. 4 27 / 2 2 2 2 4 1 Q - + RS¢ - - k - £ s p st p The results derived herein are valid for quite general nature of boundary conditions.

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Author(s): Hari Mohan

Keywords

Modified double-diffusive convection, Chandrasekhar number, Modified Rayleigh numbers, Dufour number, Soret number, Prandtl numbers. MSC 2000 No: 76E99, 76E06.76E07, Modified double-diffusive convection

 
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