Double-diffusive natural convective peristaltic flow of a Jeffrey nanofluid in a two-dimensional porous asymmetric channel has been studied. Using long wavelength approximation with low Reynolds number, the problem has been simplified, and using dynamic boundary conditions, numerical solutions have been derived for stream function, pressure rise, velocity profile, temperature, solutal concentration, and nanoparticle fraction. Numerical solutions are presented graphically for the involved fluid parameter.
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Noreen Sher Akbar (2014) studied this question.