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Inherent irreversibility in unsteady magnetohydrodynamic nanofluid flow past a slippery permeable vertical plate with fractional-order derivative
by
Ahmad, Rashid
, Usman, Muhammad
, Makinde, Oluwole D
, Khan, Waqar A
, Khan, Zafar H
, Huang, Zaitang
in
Coefficient of friction
/ Finite difference method
/ Fluid flow
/ Fractional calculus
/ Iron oxides
/ Magnetohydrodynamics
/ Nanofluids
/ Nusselt number
/ Partial differential equations
/ Permeability
/ Physical properties
/ Skin friction
/ Temperature profiles
/ Unsteady flow
/ 기계공학
2023
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Inherent irreversibility in unsteady magnetohydrodynamic nanofluid flow past a slippery permeable vertical plate with fractional-order derivative
by
Ahmad, Rashid
, Usman, Muhammad
, Makinde, Oluwole D
, Khan, Waqar A
, Khan, Zafar H
, Huang, Zaitang
in
Coefficient of friction
/ Finite difference method
/ Fluid flow
/ Fractional calculus
/ Iron oxides
/ Magnetohydrodynamics
/ Nanofluids
/ Nusselt number
/ Partial differential equations
/ Permeability
/ Physical properties
/ Skin friction
/ Temperature profiles
/ Unsteady flow
/ 기계공학
2023
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Inherent irreversibility in unsteady magnetohydrodynamic nanofluid flow past a slippery permeable vertical plate with fractional-order derivative
by
Ahmad, Rashid
, Usman, Muhammad
, Makinde, Oluwole D
, Khan, Waqar A
, Khan, Zafar H
, Huang, Zaitang
in
Coefficient of friction
/ Finite difference method
/ Fluid flow
/ Fractional calculus
/ Iron oxides
/ Magnetohydrodynamics
/ Nanofluids
/ Nusselt number
/ Partial differential equations
/ Permeability
/ Physical properties
/ Skin friction
/ Temperature profiles
/ Unsteady flow
/ 기계공학
2023
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Inherent irreversibility in unsteady magnetohydrodynamic nanofluid flow past a slippery permeable vertical plate with fractional-order derivative
Journal Article
Inherent irreversibility in unsteady magnetohydrodynamic nanofluid flow past a slippery permeable vertical plate with fractional-order derivative
2023
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Overview
Abstract
This study focuses on fractional-order derivatives for the unsteady flow of magnetohydrodynamic (MHD) methanol-iron oxide (CH3OH-Fe3O4) nanofluid over a permeable vertical plate. The utilization of fractional-order derivatives provides a mathematical representation of the flow model. The concluding model, consisting of a system of fractional-order transient partial differential equations, has been solved using the finite difference method, and graphical illustrations demonstrate the effects of key parameters on the flow field. Velocity and temperature profiles provide insights into nanofluid behavior. Additionally, essential quantities such as skin friction coefficient, Nusselt number, Bejan number, and entropy generation rate have been depicted graphically. Comparison with previous studies authenticates the accuracy of the anticipated model, contributing to new intuitions into MHD nanofluid flow over a permeable vertical plate. It is worth noting that the current model, incorporating fractional-order derivatives, contributes to understanding the physical characteristics of MHD CH3OH-Fe3O4 nanofluid flow over a permeable vertical plate, research that has not been extensively explored before.
Graphical Abstract
Graphical Abstract
Publisher
Oxford University Press,한국CDE학회
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