Unsteady Heat Transfer and Entropy Generation Study on Viscoelastic Fluid Flow Coupled with Induced Magnetic Field

Panigrahi, Lipika; Panda, J. P.; Sahoo, Sudhansu S.

doi:10.1007/s40995-021-01126-z

Cited by 12 publications

(2 citation statements)

References 38 publications

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“…Recently Mahabaleshwar et al [29] showed the effect of radiation on the Graphene Casson Nanofluid and the effect of CNTs modeled through a Newtonian fluid flow formulation. Recently Anusha et al [30], Vishalaksi et al [31], Senha et al [32] and several researchers in the following references [33][34][35][36][37][38][39][40] have discussed the flow of several nano liquids along various types of surfaces. The present paper aims at examining the fluid flow in SWCNT and MWCNT with the impact of the induced slip and inclined MHD.…”

Section: Introductionmentioning

confidence: 99%

Induced Navier’s Slip with CNTS on a Stretching/Shrinking Sheet under the Combined Effect of Inclined MHD and Radiation

et al. 2023

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The present article investigates viscous fluid flow’s heat and mass transfers over a stretching/shrinking sheet using the single and multi-wall carbon nanotube models. The analysis considers the effects of thermal radiation, induced slip, mass transpiration, and inclined magnetic force. The effect of the carbon nanotube model on fluid flow has not been considered in previous studies. By exploiting the similarity variable, the governing nonlinear partial differential equations are converted into nonlinear ordinary differential equation. The derived equations are solved analytically, and we obtained an exact solution for the velocity and energy conservation equation. The physical parameters of interest such as induced slip parameter, suction/injection, magnetic field, thermal radiation, and shear stress are analyzed and presented graphically. In particular, we show that the fluid flow in a single wall carbon nanotube transfers more energy than the multivalued nanotubes.

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Section: Introductionmentioning

confidence: 99%

Induced Navier’s Slip with CNTS on a Stretching/Shrinking Sheet under the Combined Effect of Inclined MHD and Radiation

et al. 2023

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“…Sreenadh et al [19] presented the entropy generation analysis for an MHD Newtonian fluid flow through a vertical porous layer. Several authors, Hayat et al [20], Abdelhameed [21], Panigrahi et al [22], Ullah et al [23] analysed the entropy generation in different fluid flow systems.…”

Section: Introductionmentioning

confidence: 99%

Chemically Reacting Jeffrey Fluid Flow Over a Deformable Porous Layer with Entropy Generation Analysis

Das

2022

International Journal of Applied Mechanics and Engineering

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Entropy generation of a steady Jeffrey fluid flow over a deformable vertical porous layer is analysed with consideration of a first-order chemical reaction and thermal diffusion. The porous material is modelled as a homogeneous binary mixture of fluid and solid phases where each point in the binary mixture is occupied concurrently by the fluid and solid. The combined phenomenon of solid deformation and fluid movement is taken into account. The impact of relevant parameters on the fluid velocity, solid displacement, temperature and concentration profiles is discussed. It is noticed that the Jeffrey fluid parameter enhances the entropy generation number, fluid velocity and solid displacement profiles, but a reverse effect is seen for the Bejan number. Further, entropy generation, fluid velocity and solid displacement reduce due to the higher estimates of the chemical reaction parameter, while the Bejan number enhances.

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A numerical approach to two phase Marangoni convection hydromagnetic flow of dusty nanofluids

Indumathi,

Kamilla,

Renuka

et al. 2023

Materials Today: Proceedings

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Unsteady Heat Transfer and Entropy Generation Study on Viscoelastic Fluid Flow Coupled with Induced Magnetic Field

Cited by 12 publications

References 38 publications

Induced Navier’s Slip with CNTS on a Stretching/Shrinking Sheet under the Combined Effect of Inclined MHD and Radiation

Induced Navier’s Slip with CNTS on a Stretching/Shrinking Sheet under the Combined Effect of Inclined MHD and Radiation

Chemically Reacting Jeffrey Fluid Flow Over a Deformable Porous Layer with Entropy Generation Analysis

A numerical approach to two phase Marangoni convection hydromagnetic flow of dusty nanofluids

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