Modeling of blood flow and vessel mechanics in the cardiovascular system
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Abstract
The purpose of the thesis is to study the
newlinerheological behaviour of blood flow in microcirculatory system. The whole
newlinethesis is divided into seven chapters.
newline Chapter 1 deals with a general introduction, which contains the
newlinebasic information about cardiovascular system (CVS), its primary
newlinecomponents, their composition and role in blood flow, the magnetic effect
newlineon blood flow, basic information about an atherosclerosis or stenosis,
newlinealong with its formation, development, progression and, its treatment
newlinemodalities and also a brief account of the present work.
newline Chapter 2 accounts for a mathematical model for the hydromagnetic
newlineblood flow in the non-Darcy porous medium with a heat source and Joule
newlineeffect is discussed. A uniform magnetic field acts perpendicular to the
newlineporous surface. The present study finds its applications in surgical
newlineoperations, industrial material processing and various heat transfer
newlineoperations.
newline Chapter 3 deals with the hydro-magnetic inclined arterial blood flow
newlinethrough a porous medium with thermal radiation. Further, as it is reported
newlinethat an elevation of blood viscosity could be a serious risk factor in several
newlinediseases like, cardiovascular, cerebrovascular, renal and arterial
newlinedisorders, it seems to be necessary to measure blood viscosity in the artery.
newlineThis can be used as a device in measuring blood viscosity for patients with
newlinediseased arteries.
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newline Chapter 4 addresses a theoretical analysis for pulsatile bio-magnetic
newlineMHD blood flow with heat and mass transfer in the presence of variable
newlineviscosity. The effects of various parameters like Reynolds number, hydromagnetic
newline
newlineparameter, variable viscosity parameter, Chemical reaction
newlineparameter, Schmidt number and Prandtl number on the velocity,
newlinetemperature and concentration have been examined with the help of
newlinegraphs.
newline Chapter 5 accommodates a mathematical model for blood flow
newlinethrough a stenosed artery in the presence of thermal radiation under the
newlineinfluence of an externally applied magnetic field. The results have an
newlineimportant bearing on the therapeutic procedure of hyperthermia,
newlineparticularly in understanding/regulating blood flow and heat transfer in
newlinecapillaries.
newline Chapter 6 considers the flow of blood, in a catheterized stenosed
newlineartery when blood is represented by MHD Newtonian fluid. It is reflected
newlinethat an increase in catheter radius reduces the axial velocity.
newline Chapter 7 devoted to determine the effects of Soret and Dufour on
newlineMHD mixed convection blood flow of a viscous incompressible electrically
newlineconducting fluid through a stenosed artery. The results obtained from the
newlinestudy can be used in regularizing the values of the model parameters and
newlinehence can be used for medical applications.
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