Abstract
The impact of induced magnetic field and double-diffusive convection on the peristaltic pumping of six constant Jeffreys nanofluids in a tilted asymmetric channel are examined in the current research. Detailed mathematical modelling of six constant Jeffreys nanofluids with double-diffusivity convection and the induced magnetic field is given. The existing supposition of low but finite numbers of Reynolds and long wavelengths is used to simplify the partial differential equations that are extremely nonlinear in nature. By numerical procedure, the nonlinear differential equations are solved. The exact solutions of temperature, concentration, and nanoparticle solutions are computed. The numerical and graphical findings demonstrate the importance of the many thermodynamic properties of flow characteristics. It should be observed that as the thermal Grashof number increases, the drag force decreases, leading to an increase in axial velocity. Moreover, it is also observed that as the thermophoretic parameter increases, the fluid velocity decreases, and the volume of the nanoparticle fraction decreases as an outcome of the less dense particles.