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Effect of slip velocity on Newtonian fluid flow induced by a stretching surface within a porous medium
by
Bansal, Shubham
, Yadav, Rajendra Singh
in
Civil Engineering
/ Coefficient of friction
/ Continuous casting
/ Electrical Engineering
/ Engineering
/ Engineering Mathematics
/ Engines
/ Fluid flow
/ Geophysics
/ Heat conductivity
/ Heat exchangers
/ Heat flux
/ Heat transfer
/ Industrial Chemistry/Chemical Engineering
/ Influence
/ Investigations
/ Laminar flow
/ Magnetic field
/ Magnetic fields
/ Manufacturing
/ Mechanical Engineering
/ Newtonian fluids
/ Nonlinear differential equations
/ Nuclear energy
/ Nuclear power plants
/ Nusselt number
/ Ohmic dissipation
/ Oil recovery
/ Parameters
/ Polymers
/ Porous media
/ Porous media flow
/ Radiation
/ Resistance heating
/ Runge-Kutta method
/ Skin friction
/ Slip velocity
/ Temperature distribution
/ Thermal conductivity
/ Thermal radiation
/ Thrust bearings
/ Two dimensional flow
/ Unsteady flow
/ Variable fluid properties
/ Variable heat flux (VHF)
/ Velocity
/ Velocity distribution
/ Velocity slip
/ Viscosity
2024
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Effect of slip velocity on Newtonian fluid flow induced by a stretching surface within a porous medium
by
Bansal, Shubham
, Yadav, Rajendra Singh
in
Civil Engineering
/ Coefficient of friction
/ Continuous casting
/ Electrical Engineering
/ Engineering
/ Engineering Mathematics
/ Engines
/ Fluid flow
/ Geophysics
/ Heat conductivity
/ Heat exchangers
/ Heat flux
/ Heat transfer
/ Industrial Chemistry/Chemical Engineering
/ Influence
/ Investigations
/ Laminar flow
/ Magnetic field
/ Magnetic fields
/ Manufacturing
/ Mechanical Engineering
/ Newtonian fluids
/ Nonlinear differential equations
/ Nuclear energy
/ Nuclear power plants
/ Nusselt number
/ Ohmic dissipation
/ Oil recovery
/ Parameters
/ Polymers
/ Porous media
/ Porous media flow
/ Radiation
/ Resistance heating
/ Runge-Kutta method
/ Skin friction
/ Slip velocity
/ Temperature distribution
/ Thermal conductivity
/ Thermal radiation
/ Thrust bearings
/ Two dimensional flow
/ Unsteady flow
/ Variable fluid properties
/ Variable heat flux (VHF)
/ Velocity
/ Velocity distribution
/ Velocity slip
/ Viscosity
2024
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Do you wish to request the book?
Effect of slip velocity on Newtonian fluid flow induced by a stretching surface within a porous medium
by
Bansal, Shubham
, Yadav, Rajendra Singh
in
Civil Engineering
/ Coefficient of friction
/ Continuous casting
/ Electrical Engineering
/ Engineering
/ Engineering Mathematics
/ Engines
/ Fluid flow
/ Geophysics
/ Heat conductivity
/ Heat exchangers
/ Heat flux
/ Heat transfer
/ Industrial Chemistry/Chemical Engineering
/ Influence
/ Investigations
/ Laminar flow
/ Magnetic field
/ Magnetic fields
/ Manufacturing
/ Mechanical Engineering
/ Newtonian fluids
/ Nonlinear differential equations
/ Nuclear energy
/ Nuclear power plants
/ Nusselt number
/ Ohmic dissipation
/ Oil recovery
/ Parameters
/ Polymers
/ Porous media
/ Porous media flow
/ Radiation
/ Resistance heating
/ Runge-Kutta method
/ Skin friction
/ Slip velocity
/ Temperature distribution
/ Thermal conductivity
/ Thermal radiation
/ Thrust bearings
/ Two dimensional flow
/ Unsteady flow
/ Variable fluid properties
/ Variable heat flux (VHF)
/ Velocity
/ Velocity distribution
/ Velocity slip
/ Viscosity
2024
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Effect of slip velocity on Newtonian fluid flow induced by a stretching surface within a porous medium
Journal Article
Effect of slip velocity on Newtonian fluid flow induced by a stretching surface within a porous medium
2024
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Overview
This article aims to examine an unsteady 2-D laminar flow of magnetohydrodynamic fluid caused by an elastic surface immersed in a permeable medium under the influence of thermal radiation and extended heat flux. Thermal conductivity and viscosity both are supposed to vary with temperature. This flow model also includes velocity slip, heat source, and joule heating. The governing equations of the fluid, including momentum and energy equations, of the proposed problem are transfigured into a system of interconnected non-linear ordinary differential equations through similarity transformations. The resultant equations are solved efficiently by employing the shooting technique in combination with the fourth-order Runge-Kutta method. Numerical values and the effect of numerous governing factors on the flow field, temperature distribution, local skin friction coefficient, and Nusselt number are showcased via graphs and tables. The investigation reveals that velocity slip, heat source, and porosity parameters enhance the temperature field while diminishing the velocity field. Furthermore, the velocity slip parameter notably reduces both the coefficient of skin friction and the Nusselt number.
Publisher
Springer Berlin Heidelberg,Springer Nature B.V,SpringerOpen
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