S. Maiti

TL;DR: In this article, a fractional order time derivative model was proposed for the unidirectional blood flow through porous medium vessel by treating non-Newtonian Casson fluid model.

TL;DR: The study shows that the Nusselt number increases with rise in Prandtl number and Brinkman number both and that owing to the dissipation of energy caused by blood viscoelasticity and magnetic field effect, during pulsatile flow of blood, the heat transfer rate at the wall of the artery is enhanced.

TL;DR: The study shows that blood velocity and temperature both decrease in ascending values of the fractional-order parameter as memory effect, which may help to explore further information about the fractiona-order model, adsorption of nutrients and their strong correlation with the surface chemistry and applied them in pathology.

TL;DR: In this article, the authors examined the capturing efficiency of magnetic nanoparticles bound with drug molecules infused into the blood stream and monitored them by the application of an external magnetic field, and analyzed the motion of the nanoparticles along with the blood velocity through a porous medium vessel under the effect of periodic vibration.

TL;DR: In this paper, a wavy-walled arterial structure is simulated by applying a vorticity-stream function formulation approach. And the transformed dimensionless equations are further discretized using the finite difference method by developing the Peaceman-Rachford alternating direction implicit (P-R ADI) scheme.