Abstract
The present article describes the g-jitter effect on the rate of mass transport (Sherwood number Sh) in the electrically-conducting Newtonian fluid between two infinite horizontal plates at a distance ’d’ apart. It is assumed that concentration at the upper wall is S0+▵S and S0 is at the lower wall. A magnetic force of constant strength H0 is applied perpendicular to the XOY-plane which generates an induced magnetic field. We have used the asymptotic analysis method to solve the system of differential equations. The expression of Sherwood number depends on the amplitude of stream function which can be determined by the real cubic Landau equation. The influence of different dimensionless quantities on the convective mass transport are presented graphically. It is also observed that the Sherwood number could be tuned suitably by adjusting the amplitude and frequency of gravity modulation.
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