Flow of magnetohydrodynamic viscous fluid by curved configuration with non-linear boundary driven velocity

This paper discusses the flow of magnetohydrodynamic (MHD) viscous fluid driven by non-linear stretching curved surface. The relevant system of the flow configuration is considered using orthogonal curvilinear geometry in presence of radially varying magnetic field. The governing partial differentia...

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Autores principales:	K.M. Sanni, Q. Hussain, S. Asghar
Formato:	article
Lenguaje:	EN
Publicado:	Taylor & Francis Group 2021
Materias:	boundary layer flow curved surface non-linear stretching quadratic velocity stretching strength mhd Science (General) Q1-390
Acceso en línea:	https://doaj.org/article/cdc41e1281a54349a2a9acac82744da7
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spelling	oai:doaj.org-article:cdc41e1281a54349a2a9acac82744da72021-11-04T15:00:42ZFlow of magnetohydrodynamic viscous fluid by curved configuration with non-linear boundary driven velocity1658-365510.1080/16583655.2021.1991076https://doaj.org/article/cdc41e1281a54349a2a9acac82744da72021-01-01T00:00:00Zhttp://dx.doi.org/10.1080/16583655.2021.1991076https://doaj.org/toc/1658-3655This paper discusses the flow of magnetohydrodynamic (MHD) viscous fluid driven by non-linear stretching curved surface. The relevant system of the flow configuration is considered using orthogonal curvilinear geometry in presence of radially varying magnetic field. The governing partial differential equations of the flow problem are reduced into boundary layer regime which are then transformed using similarity variables into ordinary differential equations. The resulting equations of the curved case are not amenable to analytic solutions due to non-linearity of the system. Thus a computational approach through Runge-Kutta fourth order together with the shooting technique is adopted for the numerical solution. The existing solution for flat surface is recovered in validating the present models. The novelty of this work contains the correctness and analytical solution of the existing models over flat surface. The results are interesting and can be useful in polymer dynamics.K.M. SanniQ. HussainS. AsgharTaylor & Francis Grouparticleboundary layer flowcurved surfacenon-linear stretchingquadratic velocitystretching strengthmhdScience (General)Q1-390ENJournal of Taibah University for Science, Vol 15, Iss 1, Pp 589-598 (2021)
institution	DOAJ
collection	DOAJ
language	EN
topic	boundary layer flow curved surface non-linear stretching quadratic velocity stretching strength mhd Science (General) Q1-390
spellingShingle	boundary layer flow curved surface non-linear stretching quadratic velocity stretching strength mhd Science (General) Q1-390 K.M. Sanni Q. Hussain S. Asghar Flow of magnetohydrodynamic viscous fluid by curved configuration with non-linear boundary driven velocity
description	This paper discusses the flow of magnetohydrodynamic (MHD) viscous fluid driven by non-linear stretching curved surface. The relevant system of the flow configuration is considered using orthogonal curvilinear geometry in presence of radially varying magnetic field. The governing partial differential equations of the flow problem are reduced into boundary layer regime which are then transformed using similarity variables into ordinary differential equations. The resulting equations of the curved case are not amenable to analytic solutions due to non-linearity of the system. Thus a computational approach through Runge-Kutta fourth order together with the shooting technique is adopted for the numerical solution. The existing solution for flat surface is recovered in validating the present models. The novelty of this work contains the correctness and analytical solution of the existing models over flat surface. The results are interesting and can be useful in polymer dynamics.
format	article
author	K.M. Sanni Q. Hussain S. Asghar
author_facet	K.M. Sanni Q. Hussain S. Asghar
author_sort	K.M. Sanni
title	Flow of magnetohydrodynamic viscous fluid by curved configuration with non-linear boundary driven velocity
title_short	Flow of magnetohydrodynamic viscous fluid by curved configuration with non-linear boundary driven velocity
title_full	Flow of magnetohydrodynamic viscous fluid by curved configuration with non-linear boundary driven velocity
title_fullStr	Flow of magnetohydrodynamic viscous fluid by curved configuration with non-linear boundary driven velocity
title_full_unstemmed	Flow of magnetohydrodynamic viscous fluid by curved configuration with non-linear boundary driven velocity
title_sort	flow of magnetohydrodynamic viscous fluid by curved configuration with non-linear boundary driven velocity
publisher	Taylor & Francis Group
publishDate	2021
url	https://doaj.org/article/cdc41e1281a54349a2a9acac82744da7
work_keys_str_mv	AT kmsanni flowofmagnetohydrodynamicviscousfluidbycurvedconfigurationwithnonlinearboundarydrivenvelocity AT qhussain flowofmagnetohydrodynamicviscousfluidbycurvedconfigurationwithnonlinearboundarydrivenvelocity AT sasghar flowofmagnetohydrodynamicviscousfluidbycurvedconfigurationwithnonlinearboundarydrivenvelocity
_version_	1718444798906466304

Flow of magnetohydrodynamic viscous fluid by curved configuration with non-linear boundary driven velocity

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