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Application of heat transfer on MHD shear thickening fluid flow past a stretched surface with variable heat source/sink

Venkata Ramudu, A. C. / Anantha Kumar, K. / Sugunamma, V.

The purpose of this study is to explore the viscous dissipation stimulus on the steady convective magnetohydrodynamic shear thickening liquid stream across a vertically stretched sheet. The impact of thermic heat, first‐order velocity slip, and variable heat generation/absorption are considered and also ignored the effect of magnetic Reynold's number. We converted flow controlling equations into the set of dimensionless nonlinear ordinary differential equations by employing similarity variables to solve these coupled equations by R–K and shooting technique. The effect of different dimensionless variables on velocity, heat, friction factor, and local Nusselt numbers are presented through graphs and tables. Depreciation in velocity and growth in temperature distribution is detected when the Casson fluid parameter is increased. Temperature is the increasing function of the Eckert number.

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Application of heat transfer on MHD shear thickening fluid flow past a stretched surface with variable heat source/sink

Venkata Ramudu, A. C. / Anantha Kumar, K. / Sugunamma, V.

The purpose of this study is to explore the viscous dissipation stimulus on the steady convective magnetohydrodynamic shear thickening liquid stream across a vertically stretched sheet. The impact of thermic heat, first‐order velocity slip, and variable heat generation/absorption are considered and also ignored the effect of magnetic Reynold's number. We converted flow controlling equations into the set of dimensionless nonlinear ordinary differential equations by employing similarity variables to solve these coupled equations by R–K and shooting technique. The effect of different dimensionless variables on velocity, heat, friction factor, and local Nusselt numbers are presented through graphs and tables. Depreciation in velocity and growth in temperature distribution is detected when the Casson fluid parameter is increased. Temperature is the increasing function of the Eckert number.

Application of heat transfer on MHD shear thickening fluid flow past a stretched surface with variable heat source/sink

Venkata Ramudu, A. C. / Anantha Kumar, K. / Sugunamma, V.

The purpose of this study is to explore the viscous dissipation stimulus on the steady convective magnetohydrodynamic shear thickening liquid stream across a vertically stretched sheet. The impact of thermic heat, first‐order velocity slip, and variable heat generation/absorption are considered and also ignored the effect of magnetic Reynold's number. We converted flow controlling equations into the set of dimensionless nonlinear ordinary differential equations by employing similarity variables to solve these coupled equations by R–K and shooting technique. The effect of different dimensionless variables on velocity, heat, friction factor, and local Nusselt numbers are presented through graphs and tables. Depreciation in velocity and growth in temperature distribution is detected when the Casson fluid parameter is increased. Temperature is the increasing function of the Eckert number.

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Title:

Application of heat transfer on MHD shear thickening fluid flow past a stretched surface with variable heat source/sink

Contributors:

Venkata Ramudu, A. C. (author) / Anantha Kumar, K. (author) / Sugunamma, V. (author)

Published in:

Heat Transfer ; 52 ; 1161-1177

Publication date:

2023-03-01

Size:

17 pages

ISSN:

2688-4534 , 2688-4542

DOI:

https://doi.org/10.1002/htj.22734

Type of media:

Article (Journal)

Type of material:

Electronic Resource

Language:

English

Keywords:

Biot number , numerical solution , thermic heat , velocity slip , viscous dissipation

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