Abstract
This research article is proposed to frame and simulate the peristaltic transport mechanism with heat and mass transfer behavior of bloodstream infused with hybridized nanoparticles (Cu and CuO) via a tapered endoscopic annular vessel under the act of highly strengthened magnetic and buoyancy forces. The consequences of Brownian motion, thermophoresis, heat source, viscous and Joule heating are presumed for heat and mass transport examination. Darcy law is postulated to describe the porous medium's attribute to the blood flow dynamics. Prandtl fluid model is invoked to emulate the non-Newtonian behavior of the blood with the suspension of hybridized nanoparticles. The modeled equations are condensed by employing the lubrication approach. The homotopy perturbation technique is implemented to determine the optimal series solution of the coupled nonlinear subsequent equations. The physical aspects of diverse emerging parameters on the underlying hemodynamical features are delineated and pondered via plotting graphs. The trapping event is elucidated in the form of contour designs. Outcomes extract that a higher Hartmann number depreciates the blood motion adjacent to the peristaltic wall, while the opposing manner attends for augmenting Hall parameter. It is also testified that more trapped boluses are generated for hybrid nano-blood (Cu-CuO/blood) contrasted with other cases.
Published Version
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