Heat Transfer on Rotating Second Grade Fluid Through an Accelerated Plate

Heat transfer on an unsteady free convection rotating second grade fluid flow, which is flowing through an accelerated plate, is analyzed. The physical problem investigated is described by a coupled, linear system of partial differential equations, with appropriate boundary conditions. Laplace trans...

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Main Authors: Ahmad Qushairi, Mohamad, Khan, Ilyas, Lim, Yeou Jiann, Sharidan, Shafie, Zaiton, Mat Isa, Zulkhibri, Ismail
Format: Article
Language:English
Published: Penerbit UTM Press 2017
Subjects:
Online Access:http://umpir.ump.edu.my/id/eprint/19577/1/2017%20MJFAS_Qushairi.pdf
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author Ahmad Qushairi, Mohamad
Khan, Ilyas
Lim, Yeou Jiann
Sharidan, Shafie
Zaiton, Mat Isa
Zulkhibri, Ismail
author_facet Ahmad Qushairi, Mohamad
Khan, Ilyas
Lim, Yeou Jiann
Sharidan, Shafie
Zaiton, Mat Isa
Zulkhibri, Ismail
author_sort Ahmad Qushairi, Mohamad
collection UMP
description Heat transfer on an unsteady free convection rotating second grade fluid flow, which is flowing through an accelerated plate, is analyzed. The physical problem investigated is described by a coupled, linear system of partial differential equations, with appropriate boundary conditions. Laplace transform technique is applied to determine the analytical solutions of the dimensionless governing equations. The effects of various embedded parameters to the velocity and temperature distribution in the fluid are graphically illustrated and analyzed. The obtained analytical results constitute a good verification to verify a more advance situation of the physical problem, which is described by a non-linear system and only can be solved by using approximation method.
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spelling UMPir195772018-01-23T02:40:32Z http://umpir.ump.edu.my/id/eprint/19577/ Heat Transfer on Rotating Second Grade Fluid Through an Accelerated Plate Ahmad Qushairi, Mohamad Khan, Ilyas Lim, Yeou Jiann Sharidan, Shafie Zaiton, Mat Isa Zulkhibri, Ismail QA Mathematics Heat transfer on an unsteady free convection rotating second grade fluid flow, which is flowing through an accelerated plate, is analyzed. The physical problem investigated is described by a coupled, linear system of partial differential equations, with appropriate boundary conditions. Laplace transform technique is applied to determine the analytical solutions of the dimensionless governing equations. The effects of various embedded parameters to the velocity and temperature distribution in the fluid are graphically illustrated and analyzed. The obtained analytical results constitute a good verification to verify a more advance situation of the physical problem, which is described by a non-linear system and only can be solved by using approximation method. Penerbit UTM Press 2017 Article PeerReviewed application/pdf en cc_by_nc http://umpir.ump.edu.my/id/eprint/19577/1/2017%20MJFAS_Qushairi.pdf Ahmad Qushairi, Mohamad and Khan, Ilyas and Lim, Yeou Jiann and Sharidan, Shafie and Zaiton, Mat Isa and Zulkhibri, Ismail (2017) Heat Transfer on Rotating Second Grade Fluid Through an Accelerated Plate. Malaysian Journal of Fundamental and Applied Sciences, 13 (3). pp. 218-222. ISSN 2289-599x. (Published) http://www.mjfas.utm.my/index.php/mjfas/article/view/645 10.11113/mjfas.v13n3.645
spellingShingle QA Mathematics
Ahmad Qushairi, Mohamad
Khan, Ilyas
Lim, Yeou Jiann
Sharidan, Shafie
Zaiton, Mat Isa
Zulkhibri, Ismail
Heat Transfer on Rotating Second Grade Fluid Through an Accelerated Plate
title Heat Transfer on Rotating Second Grade Fluid Through an Accelerated Plate
title_full Heat Transfer on Rotating Second Grade Fluid Through an Accelerated Plate
title_fullStr Heat Transfer on Rotating Second Grade Fluid Through an Accelerated Plate
title_full_unstemmed Heat Transfer on Rotating Second Grade Fluid Through an Accelerated Plate
title_short Heat Transfer on Rotating Second Grade Fluid Through an Accelerated Plate
title_sort heat transfer on rotating second grade fluid through an accelerated plate
topic QA Mathematics
url http://umpir.ump.edu.my/id/eprint/19577/1/2017%20MJFAS_Qushairi.pdf
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