Investigation of thermal treatment of hybrid nanoparticles in a domain with different permeabilities

Zuo, Houjuan; Salahshoor, Zahra; Yadav, Dhananjay; Hajizadeh, Mohammed Reza; Vương, Bùi Xuân

doi:10.1007/s10973-020-09824-3

Cited by 11 publications

(1 citation statement)

References 65 publications

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“…Yadav 38 – 40 analyzed the MHD convection of nanofluid with suspended nanoparticles in a Hele-Shaw cell, Hall current effect in a porous media layer filled with nanofluid and the impacts of chemical reactions on convective heat transfer in nanofluid with a porous enclosure. Zuo et al 41 accomplished the thermal investigation of hybrid nanoparticles with different permeabilities. Lu et al 42 considered the nanofluid flow by considering homogeneous and heterogeneous reactions.…”

Section: Introductionmentioning

confidence: 99%

Significance of magnetic Reynolds number in a three-dimensional squeezing Darcy–Forchheimer hydromagnetic nanofluid thin-film flow between two rotating disks

Riasat

Ramzan

Kadry

et al. 2020

Sci Rep

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The remarkable aspects of carbon nanotubes like featherweight, durability, exceptional electrical and thermal conduction capabilities, and physicochemical stability make them desirous materials for electrochemical devices. Having such astonishing characteristics of nanotubes in mind our aspiration is to examine the squeezing three dimensional Darcy–Forchheimer hydromagnetic nanofluid thin-film flow amid two rotating disks with suspended multiwalled carbon nanotubes (MWCNTs) submerged into the base fluid water. The analysis is done by invoking partial slip effect at the boundary in attendance of autocatalytic reactions. The mathematical model consists of axial and azimuthal momentum and magnetic fields respectively. The tangential and axial velocity profiles and components of the magnetic field are examined numerically by employing the bvp4c method for varying magnetic, rotational, and squeezing Reynolds number. The torque effect near the upper and lower disks are studied critically using their graphical depiction. The values of the torque at the upper and lower disks are obtained for rotational and squeezed Reynolds numbers and are found in an excellent concurrence when compared with the existing literature. Numerically it is computed that the torque at the lower disk is higher in comparison to the upper disk for mounting estimates of the squeezed Reynolds number and the dimensionless parameter for magnetic force in an axial direction. From the graphical illustrations, it is learned that thermal profile declines for increasing values of the squeezed Reynolds number.

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