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  • Advances in the Theory of Nonlinear Analysis and its Application
  • Volume:7 Issue:1
  • Heat transfer analysis of Radiative-Marangoni Convective flow in nanofluid comprising Lorentz forces...

Heat transfer analysis of Radiative-Marangoni Convective flow in nanofluid comprising Lorentz forces and porosity effects

Authors : Islam ZARİ, Taza GUL, Karlygash DOSMAGULOVA, Tahir Saeed KHAN, Safia HAQ
Pages : 61-81
Doi:10.31197/atnaa.1187342
View : 123 | Download : 202
Publication Date : 2023-03-31
Article Type : Research Paper
Abstract :The present work investigates the impacts of the Lorentz forces, porosity factor, viscous dissipation and radiation in thermo-Marangoni convective flow of a nanofluids insert ignore into journalissuearticles values(comprising two distinct kinds of carbon nanotubes insert ignore into journalissuearticles values($CNT_{s}$););, in water insert ignore into journalissuearticles values($H_{2}O$);. Heat transportation developed by Marangoni forces happens regularly in microgravity situations, heat pipes, and in crystal growth. Therefore, Marangoni convection is considered in the flow model. A nonlinear system is constructed utilizing these assumptions which further converted to ordinary differential equations insert ignore into journalissuearticles values(ODEs); by accurate similarity transformations. The homotopic scheme is utilized to compute the exact solution for the proposed system. The study reveals that higher estimations of Hartmann number and Marangoni parameter speed up the fluid velocity while the opposite behavior is noted for porosity factor. Further, the rate of heat transfer shows upward trend for the Hartmann number, Marangoni parameter, nanoparticle solid volume fraction, radiation parameter whereas a downward trend is followed by the Brinkman number and porosity factor. It is fascinating to take observe that contemporary analytical outcomes validate the superb convergence with previous investigation.
Keywords : Marangoni boundary layer flow, SWCNT s MWCNT s, Lorentz forces, Viscous dissipation, Porosity effect

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