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Cited by 36 publications
(14 citation statements)
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References 39 publications
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“…α * 1 is the coefficient of thermal expansion, T * is the temperature, g * is the acceleration due to gravity, T * ∞ is the blood reference temperature and q * r is the heat flux, K * is the thermal conductivity, C * p is the specific heat capacity, Q * 0 is the metabolic heat absorption coefficient, N * p is the number of particles per unit volume and S * i j are the shear stress components in planes i, j respectively (i, j = r * , z * and S * z * r * = S * r * z * ). Assuming blood as an optically thin fluid with low relative density and the radiation absorption coefficient is α 2 c , the expression for the radiative heat flux is [64]…”
Section: Flow Analysismentioning
confidence: 99%
“…α * 1 is the coefficient of thermal expansion, T * is the temperature, g * is the acceleration due to gravity, T * ∞ is the blood reference temperature and q * r is the heat flux, K * is the thermal conductivity, C * p is the specific heat capacity, Q * 0 is the metabolic heat absorption coefficient, N * p is the number of particles per unit volume and S * i j are the shear stress components in planes i, j respectively (i, j = r * , z * and S * z * r * = S * r * z * ). Assuming blood as an optically thin fluid with low relative density and the radiation absorption coefficient is α 2 c , the expression for the radiative heat flux is [64]…”
Section: Flow Analysismentioning
confidence: 99%
“…Reduction in blood flow has also been confirmed by Yadav et al [28] via applying a magnetic field of much less magnitude (0.002 Tesla) in a stenotic region. Selvi and Ponalagusamy [29] studied the impact of uniform magnetic field in blood flow through a stenosed artery with the Newtonian model, observing that an increment in magnetic field significantly elevates the blood flow resistance. Nadeem et al [30] also analyzed the magnetohydrodynamic blood flow in a stenotic arterial region, noting again that imposition of stronger magnetic field reduces the velocity in that area.…”
Section: Introductionmentioning
confidence: 99%
“…They obtained extensive numerical results with a finite‐difference‐based pressure‐linked collocated pseudo‐transient method. Selvi and Ponalagusamy investigated the effect of magnetic field on the two‐phase oscillatory blood flow by assuming core and plasma regions as a Newtonian fluid in the arterial stenosis, showing that an increment in magnetic field elevates flow resistance of the blood flow in the stenosed artery. Ponalagusamy and Priyadharshini extended the study to consider tapered stenotic and non‐Newtonian effects in magnetized oscillatory two‐phase blood flow.…”
Section: Introductionmentioning
confidence: 99%