Repercussions of thermally stratified magnetic dipole for mixed convectively heated Darcy-Forchheimer Carreau-Yasuda nanofluid flow via viscous dissipation analysis

Nowadays nanotechnology is progressing speedily with the passage of time, consequently the research on innovative fluid termed as nanofluid is at its peak. Invention of nanofluid has made a revolution in engineering and chemical processes due to its enhanced heat transmission characteristics along w...

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Veröffentlicht in:Chaos, solitons and fractals solitons and fractals, 2025-01, Vol.190, p.115783, Article 115783
Hauptverfasser: Shao, Yabin, Tabrez, M., Hussain, I., Khan, Waqar Azeem, Ali, M., Ali, H. Elhosiny, Al-Buriahi, M.S., Elmasry, Yasser
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Sprache:eng
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Zusammenfassung:Nowadays nanotechnology is progressing speedily with the passage of time, consequently the research on innovative fluid termed as nanofluid is at its peak. Invention of nanofluid has made a revolution in engineering and chemical processes due to its enhanced heat transmission characteristics along with environmental friendliness as well as financially affordability of nanofluid are causes of its attraction among the research community. In current study the basic aim is to scrutinize a rheological ferrofluid model with magnetic effects. The procedure for conversion of coupled P.D. Es into coupled set of O.D.Es which is performed by use of similarity variables. The numerical scheme used here is bvp4c scheme for obtaining the required numerical outcomes. A comprehensive review of graphical illustration for fluid's temperature, velocity as well as concentration is delivered here. We inspected that with upsurge of parameter for Brownian motion resultantly concentration of fluid declines while increase in thermal profile is noted. •Darcy-Forchheimer flow analysis for convectively hated ferromagnetic nanoparticles is studied.•Non-linear through Bounjernos is analyzed here.•Numerical Technique is employed here.•Features of thermally stratified magnetic dipole are accounted for modeling nanofluid.
ISSN:0960-0779
DOI:10.1016/j.chaos.2024.115783