Heat transfer in viscous flow over a heated cylinder of nonuniform radius

A heated cylinder of a variable radius and porous surface is moving (stretching and shrinking) with variable velocity in a stagnant fluid. Heat transfer in the flow of viscous fluid from such a cylinder is investigated in this paper. A generalized model is simulated and it presents the diffusion of...

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Autores principales: Nadeem Jan, Dil Nawaz Khan Marwat, Tahir Saeed Khan
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Lenguaje:EN
Publicado: Elsevier 2021
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spelling oai:doaj.org-article:d5b0971d1db44961bbcd6cabc5d151962021-11-22T04:22:55ZHeat transfer in viscous flow over a heated cylinder of nonuniform radius2090-447910.1016/j.asej.2021.04.027https://doaj.org/article/d5b0971d1db44961bbcd6cabc5d151962021-12-01T00:00:00Zhttp://www.sciencedirect.com/science/article/pii/S209044792100215Xhttps://doaj.org/toc/2090-4479A heated cylinder of a variable radius and porous surface is moving (stretching and shrinking) with variable velocity in a stagnant fluid. Heat transfer in the flow of viscous fluid from such a cylinder is investigated in this paper. A generalized model is simulated and it presents the diffusion of heat inflow over a cylinder of nonuniform (uniform) diameter, whereas, the porous and variably heated cylinder is stretched (shrunk) with linear and nonlinear (uniform) velocity. The system of nonlinear coupled ordinary differential equations (ODE’s) and boundary conditions (BC’s) is solved numerically for different values of the existing governing parameters. Field quantities, the rate of heat transfer (at the surface of the cylinder), and skin friction are evaluated numerically and the new data is shown in different graphs and tables. For the sake of validity and correctness, the modeled problem and its output are compared with published work in the open literature. Moreover, the uniform, linear and nonlinear nature of injection (suction), stretching (shrinking) velocities, geometry, and surface temperature are explicitly considered and their behavior is frequently demonstrated on the field variables and quantities of physical interest. The validity of the modeled problem is checked, however, we obtained results for both linear and nonlinear (uniform) injection (suction) and stretching (shrinking) velocities. It is confirmed that the nonlinear and nonuniform nature of a cylinder’s surface, injection (suction), stretching (shrinking) velocities, the size of a cylinder, and surface temperature, played a significant role in the variation of all field quantities, skin friction, and the rate of heat transfer.Nadeem JanDil Nawaz Khan MarwatTahir Saeed KhanElsevierarticleHeatedPorousStretchedShrunk cylinder of nonuniform radiusEngineering (General). Civil engineering (General)TA1-2040ENAin Shams Engineering Journal, Vol 12, Iss 4, Pp 4189-4199 (2021)
institution DOAJ
collection DOAJ
language EN
topic Heated
Porous
Stretched
Shrunk cylinder of nonuniform radius
Engineering (General). Civil engineering (General)
TA1-2040
spellingShingle Heated
Porous
Stretched
Shrunk cylinder of nonuniform radius
Engineering (General). Civil engineering (General)
TA1-2040
Nadeem Jan
Dil Nawaz Khan Marwat
Tahir Saeed Khan
Heat transfer in viscous flow over a heated cylinder of nonuniform radius
description A heated cylinder of a variable radius and porous surface is moving (stretching and shrinking) with variable velocity in a stagnant fluid. Heat transfer in the flow of viscous fluid from such a cylinder is investigated in this paper. A generalized model is simulated and it presents the diffusion of heat inflow over a cylinder of nonuniform (uniform) diameter, whereas, the porous and variably heated cylinder is stretched (shrunk) with linear and nonlinear (uniform) velocity. The system of nonlinear coupled ordinary differential equations (ODE’s) and boundary conditions (BC’s) is solved numerically for different values of the existing governing parameters. Field quantities, the rate of heat transfer (at the surface of the cylinder), and skin friction are evaluated numerically and the new data is shown in different graphs and tables. For the sake of validity and correctness, the modeled problem and its output are compared with published work in the open literature. Moreover, the uniform, linear and nonlinear nature of injection (suction), stretching (shrinking) velocities, geometry, and surface temperature are explicitly considered and their behavior is frequently demonstrated on the field variables and quantities of physical interest. The validity of the modeled problem is checked, however, we obtained results for both linear and nonlinear (uniform) injection (suction) and stretching (shrinking) velocities. It is confirmed that the nonlinear and nonuniform nature of a cylinder’s surface, injection (suction), stretching (shrinking) velocities, the size of a cylinder, and surface temperature, played a significant role in the variation of all field quantities, skin friction, and the rate of heat transfer.
format article
author Nadeem Jan
Dil Nawaz Khan Marwat
Tahir Saeed Khan
author_facet Nadeem Jan
Dil Nawaz Khan Marwat
Tahir Saeed Khan
author_sort Nadeem Jan
title Heat transfer in viscous flow over a heated cylinder of nonuniform radius
title_short Heat transfer in viscous flow over a heated cylinder of nonuniform radius
title_full Heat transfer in viscous flow over a heated cylinder of nonuniform radius
title_fullStr Heat transfer in viscous flow over a heated cylinder of nonuniform radius
title_full_unstemmed Heat transfer in viscous flow over a heated cylinder of nonuniform radius
title_sort heat transfer in viscous flow over a heated cylinder of nonuniform radius
publisher Elsevier
publishDate 2021
url https://doaj.org/article/d5b0971d1db44961bbcd6cabc5d15196
work_keys_str_mv AT nadeemjan heattransferinviscousflowoveraheatedcylinderofnonuniformradius
AT dilnawazkhanmarwat heattransferinviscousflowoveraheatedcylinderofnonuniformradius
AT tahirsaeedkhan heattransferinviscousflowoveraheatedcylinderofnonuniformradius
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