Journal
ALEXANDRIA ENGINEERING JOURNAL
Volume 78, Issue -, Pages 65-73Publisher
ELSEVIER
DOI: 10.1016/j.aej.2023.07.014
Keywords
Hybrid nanomaterials; Porous medium; Thermal radiation; Slip conditions; Asymmetric channel
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The impacts of MHD hybrid nanofluids (Fe2O3 +Cu/H2O) on peristaltic transport in an asymmetric channel are analyzed, considering factors such as radiation, dissipation, convection, and Hall current. Velocity and thermal slip boundary conditions are also taken into account. The lubrication approach is used to simplify the equations, and numerical simulations are conducted using the shooting method in Mathe-matica. Graphical analysis is carried out for parameters such as Hartman number, Hall effect, permeability parameter, Grashof number, and radiation parameter. The results indicate that increasing the strength of nanomaterials decreases the temperature, while the axial velocity decays with the presence of the Hartman number. Heat transport process is evaluated using tabulated values, showing an improvement with the Hartman number, but opposite behavior with Hall current.
Objective here is to address impacts of MHD hybrid nanofluids (Fe2O3 +Cu/H2O) on peristaltic transport in asymmetric channel. Porous space is taken. Analysis is constructed in the presence of radiation, dissipation, convection and Hall current. Further velocity and thermal slip boundary constraints are considered. Lubrication approach is employed to simplify the dimensionless forms of equations. Quantities of interest are described numerically. The shooting method is used to solve the governing differential systems employing Mathe-matica. Outcomes of Hartman number, Hall effect, permeability parameter, Grashof number and radi-ation parameter are analyzed graphically. Result indicates that temperature decreases by increasing the strength of nanomaterials. Axial velocity decays in the presence of Hartman number. Analysis of heat transport process is evaluated using tabulated values. Results show that heat process improved for Hartman number while the opposite behavior observed for Hall current.
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