Authors :
Md. Nasir Uddin; Tahmina Tahrim; Md. Abdul Alim
Volume/Issue :
Volume 7 - 2022, Issue 10 - October
Google Scholar :
https://bit.ly/3IIfn9N
Scribd :
https://bit.ly/3ftLFwI
DOI :
https://doi.org/10.5281/zenodo.7272575
Abstract :
With the inclusion of viscous dissipation, heat
generation, and injection/suction effects, the mixed
convective heat and mass transfer in aluminum oxide -
water nanofluid flow along an inclined plate in a porous
medium is numerically explored. Influential similarity
transformations are used to convert the governing
physical model of flow, which is expressed as a system of
dimensional partial differential equations, into a set of
dimensionless ordinary differential equations. The
applicable Nachtsheim-Swigert approach and sixthorder Runge-Kutta integration process are used to
numerically solve the relevant dimensionless ordinary
differential equations and accompanying boundary
conditions. The nanofluid flow's characteristics are
evaluated for key parameters. The acquired numerical
findings are reasonable and consistent with earlier
accomplished numerical results from published
literature. It is observed that as the Eckert number and
the heat generation parameter grow, the velocity and
temperature of the nanofluid flow field drop.
Keywords :
Double diffusive; heat generation; inclined plate; mixed convection; porous medium; and viscous dissipation.
With the inclusion of viscous dissipation, heat
generation, and injection/suction effects, the mixed
convective heat and mass transfer in aluminum oxide -
water nanofluid flow along an inclined plate in a porous
medium is numerically explored. Influential similarity
transformations are used to convert the governing
physical model of flow, which is expressed as a system of
dimensional partial differential equations, into a set of
dimensionless ordinary differential equations. The
applicable Nachtsheim-Swigert approach and sixthorder Runge-Kutta integration process are used to
numerically solve the relevant dimensionless ordinary
differential equations and accompanying boundary
conditions. The nanofluid flow's characteristics are
evaluated for key parameters. The acquired numerical
findings are reasonable and consistent with earlier
accomplished numerical results from published
literature. It is observed that as the Eckert number and
the heat generation parameter grow, the velocity and
temperature of the nanofluid flow field drop.
Keywords :
Double diffusive; heat generation; inclined plate; mixed convection; porous medium; and viscous dissipation.
