Non-Linear Radiative Flow of Nanofluid Past a Moving/Stationary Riga Plate

Ramesh, G.; Gireesha, B.J.

doi:10.5098/hmt.9.3

Cited by 17 publications

(10 citation statements)

References 27 publications

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“…Oyelakin et al (2017) described that an unsteady MHD three-dimensional casson nanofluid flow over a porous linear stretching sheet with slip condition. Ramesh and Gireesha (2017) have been studied that a non-linear radiative flow of nanofluid past a moving/stationary riga plate. Stanford Shateyi (2017) has been stated that heat and mass transfer for natural convection MHD flow over a permeable moving vertical plate with convective boundary condition in the presence of viscous dissipation.…”

Section: Frontiers In Heat and Mass Transfermentioning

confidence: 99%

Hall and Ion Slip Effects on Ag - Water Based MHD Nanofluid Flow Over a Semi-Infinite Vertical Plate Embedded in a Porous Medium

Dharmaiah¹,

Rani²,

Vedavathi³

et al. 2020

Frontiers in Heat and Mass Transfer

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The present work provides an analysis of the Dufour, radiation absorption, Hall and ion slip effects on MHD free convective rotating flow of Agwater based nanofluid past a semi-infinite permeable moving plate with constant heat source. In this regard, metal will be considered as nanoparticles with water as base fluid. Governing nonlinear boundary layer equations and boundary conditions are transformed into a system of nonlinear ordinary coupled differential equations and are solved by perturbation technique. Effects of different parameters on skin friction coefficient, local Nusselt number and Local Sherwood number are also discussed.

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Section: Frontiers In Heat and Mass Transfermentioning

confidence: 99%

Hall and Ion Slip Effects on Ag - Water Based MHD Nanofluid Flow Over a Semi-Infinite Vertical Plate Embedded in a Porous Medium

Dharmaiah¹,

Rani²,

Vedavathi³

et al. 2020

Frontiers in Heat and Mass Transfer

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“…The examinations of nanofluids were encompassing wide area of fluid dynamic studies. Accordingly, Ramesh and Gireesha have computed the impacts of nanofluid past a Riga plate with nonlinear radiative heat transfer. Moreover, the influences of energy generation of nanoliquid past a disk were studied by Mahanthesh et al They reckoned out that the Nusselt number is boosted with an addition of nanoparticle.…”

Section: Introductionmentioning

confidence: 99%

Melting and viscous dissipation effect on upper‐convected Maxwell and Williamson nanofluid

Ibrahim

Negera

2020

Engineering Reports

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This article mainly addresses the influence of the viscous dissipation, melting, and chemical reaction on Williamson and Maxwell nanofluids over a stretching sheet embedded in porous media. The system of partial differential equations which is obtained by conservation principles, is transformed by means of an appropriate similarity transformation into a system of ordinary differential equations. The numerical results are obtained by employing the Keller box method. The impacts of different germane parameters on velocity profiles, thermal and concentration fields, Nusselt number, skin friction coefficient, and Sherwood number are selected by means of graphical and tabular representations. Our numerical solution detects that the dimensionless melting parameter highly affects the velocity boundary layer of a Williamson nanofluid when compared with an upper-convected Maxwell nanofluid. Moreover, the velocity, temperature, and concentration distributions decrease for both fluids when the permeability parameter increases. Furthermore, the temperature distribution increases with an increase of the Eckert number.

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“…Studies 10–14 reveal the significance of heat transfer on Riga plate under various conditions. Ramesh and Gireesha 15 studied laminar electromagnetohydrodynamic (EMHD) nanofluid flow on a Riga plate considering nonlinear thermal radiation. Abbas et al 16 reported an observation on the presence of nanoparticle and gyrotactic microorganism in EMHD flow past a porous Riga surface.…”

Section: Introductionmentioning

confidence: 99%

Jeffrey nanofluid flow near a Riga plate: Spectral quasilinearization approach

2020

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This article attempts to report the flow mechanism of Jeffrey nanofluid flow on a Riga plate integrating the influences of viscous dissipation, irregular heat source/ sink, Brownian motion, and thermophoretic force. Nondimensionalization of mathematical model describing the flow system is accomplished by a set of compatible transformations. An accurate solution of ordinary differential equations is achieved by practicing spectral quasilinearization method. The present method is capable of giving results with good accuracy in few iterations, which infers speedy convergence. Solutionbased error norm (a measure of difference of approximate solution in two consecutive iteration level) is presented to authenticate precision of obtained approximate solution. The similarity between present approximate results and previously reported results is noted to check correctness. Obtained numerical solutions were replicated in a diagrammatic form to visualize the impact of flow parameters. Ratio of relaxation to retardation time produces an enhancing influence on momentum and nanoparticle concentration and a declining effect on the fluid temperature. Riga plate strengthens the momentum, which intensifies the transport of heat energy from boundary layer region, resulting in a reduction in fluid temperature. K E Y W O R D S convective boundary condition, electromagnetohydrodynamic, irregular heat generation/absorption, Jeffrey nanofluid, Riga plate, variable thermal conductivity

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Non-Linear Radiative Flow of Nanofluid Past a Moving/Stationary Riga Plate

Cited by 17 publications

References 27 publications

Hall and Ion Slip Effects on Ag - Water Based MHD Nanofluid Flow Over a Semi-Infinite Vertical Plate Embedded in a Porous Medium

Hall and Ion Slip Effects on Ag - Water Based MHD Nanofluid Flow Over a Semi-Infinite Vertical Plate Embedded in a Porous Medium

Melting and viscous dissipation effect on upper‐convected Maxwell and Williamson nanofluid

Jeffrey nanofluid flow near a Riga plate: Spectral quasilinearization approach

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