Mathematical model for bingham flow properties of blood in uniform tapered tube
Publish place: Journal of Hyperstructures، Vol: 12، Issue: 2
Publish Year: 1402
نوع سند: مقاله ژورنالی
زبان: English
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شناسه ملی سند علمی:
JR_JHSMS-12-2_012
تاریخ نمایه سازی: 16 بهمن 1402
Abstract:
The stenosis and non-Newtonian property of the uid in the blood ow represent the behavior of Herschel- Buckley uid. In a tapered tube model all the vessels which carry blood towards the tissues are considered as long and its one end slowly tapering cones rather than cylinders. Since the blood ow consist of two regions in which one is central region, consist of concentrated blood cells and its behavior is non-Newtonian and other region is peripheral layer of plasma which represent the Newtonian behavior of uid motion. In present paper, we have considered the Bingham uid model and study the ow of blood in a uniform tapered tube and obtained conditions and its variation in various graphs for shear stress and pressure gradient.
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Authors
Arun Kumar Chaubey
Department of Mathematics, Buddha Institute of Technology, GIDA, Gorakhpur (U.P.)-۲۷۳۲۰۹, India
V. K. Chaubey
North Eastern Hill University