Mohamed Reda Ali Mohamed
Asst. Professor
Shooting method applied to porous rotating disk: Darcy-Forchheimer flow of nanofluid
Advances in Nano Research • 2024
Publication Information
Authors
Muzamal Hussain
1
,
Hassen Loukil
, Humaira Sharif
1
, Mohamed A. Khadimallah
2
, Abir Mouldi
3
4
, Mohamed R. Ali
5,6
and Abdelouahed Touns
Keywords
bioconvected Lewis number; heat generation/absorption; microorganism; peclet number; shooting method
Journal
Advances in Nano Research
Publisher
Not Available
Volume
Not Available
Issue
Not Available
Pages
Not Available
publication.type
International
Paper Link
Not Available
Supplementary Materials
Not Available
Abstract
The characteristics of motile microorganism and three dimensional Darcy-Forchheimer nanofluid flow by a porous
rotatable disk with heat generation/absorption is reported. Thermophoretic and Brownian motion aspects are included by
utilizing Buongiorno model. Moreover, slip conditions are considered on velocity, thermal, concentration and microorganism.
Shooting procedure is implemented to find the numerical results of physical quantities are evaluated parametrically. The
different physical parameters like heat sink/source parameter, thermal, Brownian number, thermophoresis parameter,
concentration, Peclet number, bioconvected Lewis number, microorganism on concentration and density of motile
microorganism distributions is considered. Graphs of concentration and microorganism are plotted to examine the influence of
distinct prominent flow parameters.
rotatable disk with heat generation/absorption is reported. Thermophoretic and Brownian motion aspects are included by
utilizing Buongiorno model. Moreover, slip conditions are considered on velocity, thermal, concentration and microorganism.
Shooting procedure is implemented to find the numerical results of physical quantities are evaluated parametrically. The
different physical parameters like heat sink/source parameter, thermal, Brownian number, thermophoresis parameter,
concentration, Peclet number, bioconvected Lewis number, microorganism on concentration and density of motile
microorganism distributions is considered. Graphs of concentration and microorganism are plotted to examine the influence of
distinct prominent flow parameters.
