Add to ORKGThis mathematical model has been presented to study the effect of a stenosis shape on arterial blood flow characteristics with the representation of blood by Bingham plastic fluid model. The governing equations of proposed model are solved and closed form expressions for the blood flow characteristics, namely dimensionless resistance to flow, flow rate and wall shear stress are derived. It has been found that the wall shear stress and resistance to flow increase with increasing tube radius for constant value of the stenosis height, while decreases as stenosis shape parameter increases
In this paper, one-dimensional Herschel-Bulkley fluid flow through-a stenosed artery, has been studi...
This paper discusses the effect of different geometric representations of stenosis on the numerical ...
The intention of the present work is to carry out a systematic analysis of flow behavior in a two-di...
The aim of the present paper is to study the axially symmetric, laminar, steady, one-dimensional flo...
A mathematical model is presented to comparative steady of the flow behavior of Casson’s and Bingham...
Pulsatile flow of a two-fluid model for blood flow through stenosed narrow arteries is studied throu...
This study focuses on the behavior of blood flow through diseased artery in the presence of porous e...
Blood flow in a stenosed artery was simulated using the two-way, fluid-structural interactions in AN...
A thesis Submitted in Partial Fulfillment of the Requirements for the Degree of MASTER of SCIENCE in...
Mathematical and physical models have been developed in order to study blood flow through arteries, ...
In the present paper a two fluid model for pulsatile blood flow through stenosed artery has been dev...
Abstract In this paper we examine the effect of mild stenosis on blood flow, in an irregular axisymm...
Simulation of blood flow behaviour in the arteries and in arterial stenosis has been made and will b...
A mathematical model for pulsatile flow in a partially occluded tube is presented. The problem has a...
Closed-form solutions are presented for approximate equations governing the pulsatile flow of blood ...
In this paper, one-dimensional Herschel-Bulkley fluid flow through-a stenosed artery, has been studi...
This paper discusses the effect of different geometric representations of stenosis on the numerical ...
The intention of the present work is to carry out a systematic analysis of flow behavior in a two-di...
The aim of the present paper is to study the axially symmetric, laminar, steady, one-dimensional flo...
A mathematical model is presented to comparative steady of the flow behavior of Casson’s and Bingham...
Pulsatile flow of a two-fluid model for blood flow through stenosed narrow arteries is studied throu...
This study focuses on the behavior of blood flow through diseased artery in the presence of porous e...
Blood flow in a stenosed artery was simulated using the two-way, fluid-structural interactions in AN...
A thesis Submitted in Partial Fulfillment of the Requirements for the Degree of MASTER of SCIENCE in...
Mathematical and physical models have been developed in order to study blood flow through arteries, ...
In the present paper a two fluid model for pulsatile blood flow through stenosed artery has been dev...
Abstract In this paper we examine the effect of mild stenosis on blood flow, in an irregular axisymm...
Simulation of blood flow behaviour in the arteries and in arterial stenosis has been made and will b...
A mathematical model for pulsatile flow in a partially occluded tube is presented. The problem has a...
Closed-form solutions are presented for approximate equations governing the pulsatile flow of blood ...
In this paper, one-dimensional Herschel-Bulkley fluid flow through-a stenosed artery, has been studi...
This paper discusses the effect of different geometric representations of stenosis on the numerical ...
The intention of the present work is to carry out a systematic analysis of flow behavior in a two-di...