Magnetohydrodynamic peristalsis of variable viscosity Jeffrey liquid with heat and mass transfer

S. Farooq; M. Awais; Moniza Naseem; T. Hayat; B. Ahmad

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자료유형: 학술저널

저자정보: S. Farooq M. Awais Moniza Naseem T. Hayat B. Ahmad

저널정보: 한국원자력학회 Nuclear Engineering and Technology Nuclear Engineering and Technology 제49권 제7호

발행연도: 2017.1

수록면: 1,396 - 1,404 (9page)

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The mathematical aspects of Dufour and Soret phenomena on the peristalsis of magnetohydrodynamic(MHD) Jeffrey liquid in a symmetric channel are presented. Fluid viscosity is taken variably. Lubricationapproach has been followed. Results for the velocity, temperature, and concentration are constructed andexplored for the emerging parameters entering into the present problem. The plotted quantities lead tocomparative study between the constant and variable viscosities fluids. Graphical results indicate that fornon-Newtonian materials, pressure gradient is maximum, whereas pressure gradient is slowed down forvariable viscosity. Also both velocity and temperature in the case of variable viscosity are at maximumwhen compared with results for constant viscosity.

#Jeffrey Fluid #Magnetohydrodynamic #Soret and Dufour Effects #Variable Viscosity

참고문헌 (22)

참고문헌 신청

A. A. Khan / 2013 / The effects of variable viscosity on the peristaltic flow of nonNewtonian fluid through a porous medium in an inclined channel with slip boundary conditi

A. Alsaedi / 2014 / Peristaltic flowof couple stress fluid through uniform porous medium / Appl. Math. Mech. Engl. Ed 35 : 469 ~ 480

A. Ebaid / 2014 / Remarks on the homotopy perturbation method for the peristaltic flow of Jeffrey fluid with nanoparticles in an asymmetric channel / Comp. Math. Appl 68 : 77

A. H. Shapiro / 1969 / Peristaltic pumping with long wavelength at low Reynolds number / J. Fluid Mech 37 : 799 ~ 825

D. Tripathi / 2010 / Peristaltic flow of viscoelastic fluid with fractional Maxwell model through a channel / App. Math. Comp 215 : 3645 ~ 3654

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