The present article aims at presenting analytical solutions of the effects of chemical reaction and inclined magnetic force on blood flow through bifurcated arteries placed in a porous medium in association with heat source. The equations of the blood flow model are solved analytically
by means of infinite series solution of convergent scheme with appropriate initial and boundary conditions. The important characteristics of the electromagnetohydrodynamic flow of bio-fluid through bifurcated arteries are distinctly highlighted by virtue of the dual solutions that are obtained
for Axial velocity, Normal velocity, fluid Temperature, molar species, Skin-friction, Nusselt Number and Sherwood Number. The behaviour of the biofluid variables with individual parameters like Prandtl Number (Pr), Magnetic drag force (Md), Porosity (Kp),
Heat source (Hs), Schmidt Number (Sc), Thermal Radiation (R), Chemical reaction rate (Cr), decay (ξ) are discussed in detail through graphs using MATLAB Software. Validation of this work is presented and found suitable. It is disclosed
that the flow of bio-fluid is noticeably influenced by the adequate strength of externally applied inclined magnetic force and porosity. This study is essentially important in simple flow, peristaltic flow, pulsatile flow and drug delivery.
The present article investigates on a hybrid nano-fluid blood flow in an artery having stenosis under the existence of an external magnetic field over a porous medium via numerical approach. Hybridization of silver and copper with blood as the base fluid is taken into consideration. The governing equations of the blood flow model are patterned into partial differential equations which are converted to sets of ordinary differential equation with the assistance of similarity transformation. The primary features of the MHD arterial flow of blood over the porous surface are represented distinctly by representation of the dual solutions acquired for Velocity and fluid Temperature. The impacts of the variables of the bio-fluid with various parameters like Flow parameter (γ), Porosity parameter (Kp), Magnetic drag force (M), Prandtl Number (Pr), Volume fraction of Silver (Φ1) and Volume fraction of Copper (Φ2) are illustrated and explained in detail through graphs using bvp4c solver in MATLAB Software. Numerical overviews of the evaluated results are compared with numerical study of another published earlier in scientific literatures. This study is beneficial in hyperthermia treatments, vasoconstriction phenomenon, lipolysis, nanotechnology-based drug delivery systems, pulsatile flow analysis and movement of simple flow.
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