Abstract
This study evaluated the impact of slip boundaries on double diffusion convection on peristaltic wave of a magneto six-constant Jeffreys nanofluid through asymmetric channel. A detailed description is provided for the mathematical modeling of magneto six-constant Jeffreys nanofluids with double diffusion convection along asymmetric channel. The long wavelength and low number of Reynolds estimation are now utilized to simplify highly nonlinear partial differential equations (PDE's). The numerical technique is used to determine the reduced PDE's. The significance of different physiological variables of flow quantities is demonstrated using numerically and graphically. It is observed from the current study that the thermal resistance is found to increase when the Soret and Dufour numbers increase, whereas the solvent concentration and nanoparticle fraction have the reverse impact.