A modern area of fluid dynamics, called nanofluid dynamics has become increasingly popular in novel hematological treatments. Motivated by these recent developments in the field of nanotechnology, a theoretical model for catheterized stenosed artery having permeable walls, treating blood as a base fluid for various shapes of nanoparticles suspended, is presented. The disposition of blood is described to be that of a viscous nanofluid. The calculations are executed using mild stenosis conditions with heat and mass transport phenomenon. The varying shapes of nanoparticles which include bricks, platelets, cylinders and blades have been given due attention using Hamilton-Crosser equation that used to obtain expressions for thermodynamic properties like thermal conductivity and viscosity using the appropriate boundary conditions. The comparative effects for velocity and temperature have been depicted graphically. This physical model has useful application in nano-drug delivery for the cure of various cardiovascular diseases.
Composite Stenosis, Nanoparticles, Hemodynamics, Nanofluids, Hamilton-Crosser model
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