Peristaltic transport of MHD flow and heat transfer in an asymmetric channel: Effects of variable viscosity, velocity-slip and temperature jump

In this article, a theoretical study is presented for peristaltic flow of a MHD fluid in an asymmetric channel. Effects of viscosity variation, velocity-slip as well as thermal-slip have been duly taken care of in the present study. The energy equation is formulated by including a heat source term w...

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Main Authors: A. Sinha, G.C. Shit, N.K. Ranjit
Format: Article
Language:English
Published: Elsevier 2015-09-01
Series:Alexandria Engineering Journal
Subjects:
Online Access:http://www.sciencedirect.com/science/article/pii/S1110016815000472
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spelling doaj-aa89548cdf444363bd72dd1a42481c582021-06-02T09:27:47ZengElsevierAlexandria Engineering Journal1110-01682015-09-0154369170410.1016/j.aej.2015.03.030Peristaltic transport of MHD flow and heat transfer in an asymmetric channel: Effects of variable viscosity, velocity-slip and temperature jumpA. SinhaG.C. ShitN.K. RanjitIn this article, a theoretical study is presented for peristaltic flow of a MHD fluid in an asymmetric channel. Effects of viscosity variation, velocity-slip as well as thermal-slip have been duly taken care of in the present study. The energy equation is formulated by including a heat source term which simulates either absorption or generation. The governing equations of motion and energy are simplified using long wave length and low Reynolds number approximation. The coupled non-linear differential equations are solved analytically by means of the perturbation method for small values of Reynolds model viscosity parameter. The salient features of pumping and trapping are discussed with particular focus on the effects of velocity-slip parameter, Grashof number and magnetic parameter. The study reveals that the velocity at the central region diminishes with increasing values of the velocity-slip parameter. The size of trapped bolus decreases and finally vanishes for large values of magnetic parameter.http://www.sciencedirect.com/science/article/pii/S1110016815000472Peristaltic transportHeat transferVariable viscositySlip effects
collection DOAJ
language English
format Article
sources DOAJ
author A. Sinha
G.C. Shit
N.K. Ranjit
spellingShingle A. Sinha
G.C. Shit
N.K. Ranjit
Peristaltic transport of MHD flow and heat transfer in an asymmetric channel: Effects of variable viscosity, velocity-slip and temperature jump
Alexandria Engineering Journal
Peristaltic transport
Heat transfer
Variable viscosity
Slip effects
author_facet A. Sinha
G.C. Shit
N.K. Ranjit
author_sort A. Sinha
title Peristaltic transport of MHD flow and heat transfer in an asymmetric channel: Effects of variable viscosity, velocity-slip and temperature jump
title_short Peristaltic transport of MHD flow and heat transfer in an asymmetric channel: Effects of variable viscosity, velocity-slip and temperature jump
title_full Peristaltic transport of MHD flow and heat transfer in an asymmetric channel: Effects of variable viscosity, velocity-slip and temperature jump
title_fullStr Peristaltic transport of MHD flow and heat transfer in an asymmetric channel: Effects of variable viscosity, velocity-slip and temperature jump
title_full_unstemmed Peristaltic transport of MHD flow and heat transfer in an asymmetric channel: Effects of variable viscosity, velocity-slip and temperature jump
title_sort peristaltic transport of mhd flow and heat transfer in an asymmetric channel: effects of variable viscosity, velocity-slip and temperature jump
publisher Elsevier
series Alexandria Engineering Journal
issn 1110-0168
publishDate 2015-09-01
description In this article, a theoretical study is presented for peristaltic flow of a MHD fluid in an asymmetric channel. Effects of viscosity variation, velocity-slip as well as thermal-slip have been duly taken care of in the present study. The energy equation is formulated by including a heat source term which simulates either absorption or generation. The governing equations of motion and energy are simplified using long wave length and low Reynolds number approximation. The coupled non-linear differential equations are solved analytically by means of the perturbation method for small values of Reynolds model viscosity parameter. The salient features of pumping and trapping are discussed with particular focus on the effects of velocity-slip parameter, Grashof number and magnetic parameter. The study reveals that the velocity at the central region diminishes with increasing values of the velocity-slip parameter. The size of trapped bolus decreases and finally vanishes for large values of magnetic parameter.
topic Peristaltic transport
Heat transfer
Variable viscosity
Slip effects
url http://www.sciencedirect.com/science/article/pii/S1110016815000472
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AT nkranjit peristaltictransportofmhdflowandheattransferinanasymmetricchanneleffectsofvariableviscosityvelocityslipandtemperaturejump
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