Dissipative and Multiple Slips on Thermally Radiative Biological Fluid of Magneto-Six-Constant Jeffrey Nanofluid with Double Diffusion Convection: A Numerical Investigation

This study deals with numerical modeling and mathematical analysis, and the investigation specifically delves into peristaltic blood flow characterized by a non-Newtonian six-constant Jeffrey fluid model in a uniform channel under multiple slip boundaries, which has not been explored so far in the literature. The model incorporates double diffusion convection, thermal radiation, viscous dissipation, and induced magnetic flux. Applying the conditions of a low but finite Reynold number, utilizing a long-wavelength approximation, and neglecting the wave number, the study drives numerical solutions for various parameters, including magnetic force function, heat, velocity, nanoparticle volume fraction, concentration, and streamline equations. The obtained results show that the fluid speed diminishes as the Brickman number and velocity slip parameter values increase. Further, thermal curves exhibit an expansion with the increase in the Prandtl number and thermophoresis parameter. The study's findings may be valuable in medical treatments such as cancer cells via a nanoparticle-based drug delivery mechanism.