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Blood flow Obeying Casson fluid Equation through an artery with radially non-symmetric mild stenosis

A. K. Singh, +1 more
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TLDR
In this paper, the authors dealt with blood flow through a radially non-symmetric stenosed artery and found that the resistance to flow increases as stenosis height increases and decreases with stenosis shape.
Abstract
The present paper deals with blood flow through a radially non-symmetric stenosed artery. Blood has been assumed to be a non-Newtonian fluid obeying Casson fluid. It is found that the resistance to flow increases as stenosis height increases and decreases as stenosis shape increases. It is also observed that resistance to flow increases as yield stress, blood viscosity and flux increases. The variat ions of wall shear stress with axial distance for different values of stenosis shape ( s ) has been shown graphically Keywords— Casson fluid, yield stress, Viscosity, resistance to flow, wall shear stress, flow, shape parameter

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A biomechanical approach to study the effect of body acceleration and slip velocity through stenotic artery

TL;DR: The study of blood flow through stenosed artery with the effect of external body acceleration and slip velocity is presented, noticing that the velocity and flow rate and resistance to flow increases but effective viscosity decreases due to wall slip.
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Effect of Hematocrit Level on the Blood Flow through Stenosed Artery: A Theoretical Study

TL;DR: It has been found that resistance increases with the increasing of hematocrit level and stenos is height and it is shown that a skin-friction increase with increasing of stenosis height and decreases with the decreasing of stenotic height.

• flow of herschel-bulkley fluid flow through an artery with the effect of stenosis and post stenotic dilatation

TL;DR: In this paper, the steady flow of Herschel-Bulkley fluid flow through an artery with both stenosis and dilatations have been studied and expressions for the velocity (, plug core velocity, volumetric flow rate, the pressure drop ( ), resistance to the flow ( ) and wall shear stress ( ) have been derived by considering mild stenosis.
References
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The Transport of Nanoparticles in Blood Vessels: The Effect of Vessel Permeability and Blood Rheology

TL;DR: Both the rheology of blood and the permeability of the vessels may constitute a physiological barrier to the intravascular delivery of nanoparticles.
Journal ArticleDOI

The role of the Womersley number in pulsatile blood flow

TL;DR: The purpose of this Note is to clarify the meaning of the Womersley number alpha in pulsatile blood flow in small vessels and explain why the use of alpha as aperturbation parameter to obtain approximate solutions of the Casson model is not appropriate.
Journal ArticleDOI

Effects of multiple stenoses and post-stenotic dilatation on non-Newtonian blood flow in small arteries

TL;DR: The resistance-to-flow ratio moves closer to unity as yield stress increases or as blood viscosity or flux decreases, and the magnitude of these alterations is greatest for yield stress and least for flux.
Journal ArticleDOI

Analysis of non-Newtonian blood flow through stenosed vessel in porous medium under the effect of magnetic field

TL;DR: In this paper, the effect of externally applied magnetic field on blood flow in porous medium is studied in the present analysis and expressions of axial velocity, flow rate and shear stress have been obtained by using Laplace and finite Hankel transforms and their graphical interpretation has been discussed.
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