2017
DOI: 10.1016/j.physe.2017.01.029
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Aligned magnetic field effects on water based metallic nanoparticles over a stretching sheet with PST and thermal radiation effects

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Cited by 44 publications
(17 citation statements)
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“…A few important discussions are also available in that paper. A few investigations are reported by some researchers (Inoue et al, 1989, Nishimoto et al, 2006, Bidin and Nazar, 2009, Irfan et al, 2017, Ishak, 2011 to analyse the effects of electromagnetic radiation/ultrasonic radiation on blood flow. Misra and Sinha (2013) studied the MHD stream of blood and heat transfer in a permeable capillary in stretching movement with thermal radiation effect.…”
Section: Frontiers In Heat and Mass Transfermentioning
confidence: 99%
“…A few important discussions are also available in that paper. A few investigations are reported by some researchers (Inoue et al, 1989, Nishimoto et al, 2006, Bidin and Nazar, 2009, Irfan et al, 2017, Ishak, 2011 to analyse the effects of electromagnetic radiation/ultrasonic radiation on blood flow. Misra and Sinha (2013) studied the MHD stream of blood and heat transfer in a permeable capillary in stretching movement with thermal radiation effect.…”
Section: Frontiers In Heat and Mass Transfermentioning
confidence: 99%
“…Here we introduce the nondimensional variables as exposed by Andersson [ 9 ] in which μ f represents the dynamic viscosity, θ 1 ( η , ξ ) and θ 2 ( η , ξ ) displays the dimensionless temperature, the corresponding non—dimensional coordinates are The stream function are delineated in such a way that the continuity equation is directly satisfied, the comparable velocity components u and v are defined as follow here prime denotes differentiation with respect to ξ . Making use of the dimensionless variables defined in Eqs ( 16 – 18 ), the Eqs ( 2 ) and ( 3 ) along with admissible boundary conditions are given in Eq (4) reduces to the following form of coupled equations and corresponding boundary conditions In above system of nonlinear equations, the parameters λ (viscous dissipation), λ 1 (the conjugate parameter of Newtonian heating), β (ferrohydrodynamic interaction), P m (porosity parameter), ε (Curie temperature) and Pr (Prandtl number) are defined as Skin friction coefficient and local Nusselt number are expressed as The dimensionless equations for the skin friction coefficient and Nusselt number (the ratio of convective to conductive heat transfer coefficients) i.e.…”
Section: Solution Proceduresmentioning
confidence: 99%
“…Impact of thermal heat transfer in stagnated flow of carbon water nanofluid was studied by Taswar et al [4]. Rashid et al [5] explained the radiation effects on water based metallic nanoparticles with prescribed surface temperature. Mahapatra and Gupta [6] inspected the stagnated flow with heat transfer impact along the elongated sheet.…”
Section: Motivationmentioning
confidence: 99%
“…where  is the nanotube volume fraction, the subscripts nf, f and CNT are respectively represents the nanofluid, base fluid and Carbon nanotubes Similarity variables are applied to equations (1) -(3) and the boundary conditions (4) - (5), in order to convert dimensional quantities to dimensionless. The below were the quantities utilized.…”
Section: Numerical Analysismentioning
confidence: 99%