[PDF] Top 20 A Mathematical Model on Jeffrey Fluid Flow through an Overlapping Stenosis

... without stenosis, is the length of the stenosis and indicates stenosis location, the maximum height of the stenosis appears at two positions = + , = + 5 , ... See full document

... blood flow in the stenotic ...unsteady flow solved by ap- pling numerically ...Power-low model fluid is a appropriate but it is not appro- priate for high and low shear ...Sisko model ... See full document

... some fluid models, types of stenoses, and methods of solution that other researchers had work ...The mathematical model of considered problem is stated in Section ... See full document

... the stenosis develops in the arterial wall in an axis non- symmetric but radially symmetric manner and depends upon the axially distance z and the height of its ...with overlapping stenosis ... See full document

... a mathematical model for nanofluid flow in an inclined artery with overlapping stenosis and permeable walls is ...mild stenosis into ...of stenosis, Brownian motion ... See full document

... mild stenosis on blood flow, in an irregular axisymmetric artery with oscillating pressure ...Herschel-Bulkley fluid model has been utilized for this ...vessels through numerical ... See full document

... the overlapping stenosis is carefully defined. Viscous flow characteristics of blood in a stenosed artery for Carreau, Olroyd-B model and Maxwell models are ...The flow geometry is ... See full document

... no flow separation and no back flow occurs. In stage II, the stenosis is moderate in size and the flow is still laminar, but, there is flow separation and back flow ...the ... See full document

... many mathematical models have been proposed to describe the physical behavior of these fluids, such as Maxwell fluid, Oldroyd fluid, Walter-B fluid, Second grade fluid, Jeffrey ... See full document

... of stenosis shape parameter n, pulsatile Reynolds number α and maximum depth of the stenosis δ with Q = ...the stenosis depth is maximum and then it decreases from that point to z = ...maximum ... See full document

... blood flow/unsteady blood flow through an artery with mild stenosis [14,15] ,effect of arterial dispensability on blood flow through model of mild axi-symmetric arterial ... See full document

... blood flow through narrow constricted ...The flow of blood in the arteries may be ...a mathematical model is Developed to study the effect of stenosis on flow behaviour of ... See full document

... A mathematical model for the steady flow of Casson’s fluid through an inclined tube of non-uniform cross-section with multiple stenoses has been ...to flow increases as the ... See full document

... blood flow through tapered arteries under stenotic conditions was analysed by Chakravarty and Mandal ( 2000 ...pulsatile flow through arterial stenosis ...blood flow in straight ... See full document

... suspension flow has been derived for the case of a constant filter ...This model in- cludes transport parameters which are particle advective velocity, particle longitudinal dispersion coefficient and ... See full document

... the mathematical model of both fluid has been presented and solved independently in various studies since decades ...The mathematical study on micropolar fluid has been led by (Eringen, ... See full document

... Abstract: The MHD three dimensional flow of Jeffrey fluid over an exponentially stretching sheet is studied. Using similarity transformations the governing partial differential equations are ... See full document

... [21] R. C. Chaudhary and P. Jain, “An exact solution to the unsteady free convection boundary-layer flow past an impulsively started vertical surface with Newtonian heating.” J. Eng. Phys. Theosophy’s., Vol. 80, ... See full document

... our model more accurate and versatile, it is of interest to explore use of an implicit relationship between the full drop interface height and the contact ...coupled model in which the full drop piece and ... See full document

... In the case of blood flowing through a larger artery, the blood behaviour is acceptable to be assumed as Newtonian. However, it is not valid when the blood vessel is smaller (radius less than 1 mm). From a biofluid ... See full document