Never forget, Its Freedom Deal. Use IRE15 promo code and Get 150 INR / 2 USD discount on processing charges. Promo offer valid from 5th August 2020 to 25th August 2020.

Mathematical model for behavior of Blood Flow in Artery Through Stenosis
  • Author(s): Dr. Sushil Kumar ; Karm Veer Singh ; Dr. A. K. Yadav ; Dr. S. S. Yadav
  • Paper ID: 1702429
  • Page: 94-98
  • Published Date: 25-07-2020
  • Published In: Iconic Research And Engineering Journals
  • Publisher: IRE Journals
  • e-ISSN: 2456-8880
  • Volume/Issue: Volume 4 Issue 1 July-2020
Abstract

The aim of this paper is to develop a mathematical model for studying the non-Newtonian flow of blood through a stenosed arterial segment. Power law fluid represents the non-Newtonian character of blood. The hemodynamic behavior of the blood flow is influenced by the presence of the arterial stenosis. The problem is solved by using analytical techniques with help of boundary conditions and results are displayed graphically for different flow characteristics like pressure drop, shear stress, velocity profile. For the validation of numerical model, the computation results are compared with the results from published literature.

Keywords

Herschel-Bulkley fluid, power law fluid model, pressure drop, stenosis height, shear stress

Citations

IRE Journals:
Dr. Sushil Kumar , Karm Veer Singh , Dr. A. K. Yadav , Dr. S. S. Yadav "Mathematical model for behavior of Blood Flow in Artery Through Stenosis" Iconic Research And Engineering Journals Volume 4 Issue 1 2020 Page 94-98

IEEE:
Dr. Sushil Kumar , Karm Veer Singh , Dr. A. K. Yadav , Dr. S. S. Yadav "Mathematical model for behavior of Blood Flow in Artery Through Stenosis" Iconic Research And Engineering Journals, 4(1)