Abstract
This paper aims to create a mathematical model that studies the effects of the peristaltic transfer of the Jeffrey fluid with a magnetic field, a change in temperature, and concentration through a slanted porous channel. Assuming that the viscosity of the fluid is variable by the effect of temperature, we found a solution for the momentum equation by using perturbation series method and assuming the long-wavelength which leads to small Reynolds number, and then we studied the effect of effective variables on the movement of the fluid.
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