Abstract
The present investigation highlighted the peristaltic flow of Jeffery fluid with heat and mass transfer through an inclined asymmetric tapered channel under an influence of slip boundary conditions. Thermal radiation, rotation, hall current and porous medium are also taken in to the consideration. The momentum, temperature and concentration equations have been linearized under long wavelength and low-Reynolds number assumptions and analytical solutions for the flow variables have been derived. Expressions for the velocity, pressure gradient, pressure rise, temperature and concentration have been obtained. The results are displayed and discussed through graphs. Mathematica software is used to find out numerical results.
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