Numerical analysis of a blood flow model for arterial stenosis in presence of external magnetic field

A. Akter, S. Parvin
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引用次数: 2

Abstract

In this research, a non-Newtonian model for blood flow within a stenosed artery is investigated numerically. Finite Element Method of Galerkin’s weighted residual scheme is used to solve the transport equations with appropriate boundary conditions. The main objective of this study is to explore the influence of magnetic field on the blood flow. The numerical results are presented in terms of the velocity, pressure distribution and shear rate of the stenosed artery.In this research, a non-Newtonian model for blood flow within a stenosed artery is investigated numerically. Finite Element Method of Galerkin’s weighted residual scheme is used to solve the transport equations with appropriate boundary conditions. The main objective of this study is to explore the influence of magnetic field on the blood flow. The numerical results are presented in terms of the velocity, pressure distribution and shear rate of the stenosed artery.
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外磁场作用下动脉狭窄血流模型的数值分析
在这项研究中,非牛顿模型的血流狭窄的动脉进行了数值研究。采用伽辽金加权残差格式的有限元法求解具有适当边界条件的输运方程。本研究的主要目的是探讨磁场对血流的影响。计算结果包括狭窄动脉的流速、压力分布和剪切速率。在这项研究中,非牛顿模型的血流狭窄的动脉进行了数值研究。采用伽辽金加权残差格式的有限元法求解具有适当边界条件的输运方程。本研究的主要目的是探讨磁场对血流的影响。计算结果包括狭窄动脉的流速、压力分布和剪切速率。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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