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Hybrid Casson magneto-convective rheological fluid flow from a horizontal circular cylinder under asymmetric heat generation/absorption
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Hybrid Casson magneto-convective rheological fluid flow from a horizontal circular cylinder under asymmetric heat generation/absorption
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Journal Article
Hybrid Casson magneto-convective rheological fluid flow from a horizontal circular cylinder under asymmetric heat generation/absorption
2024
Overview
In the current work, slip and radial magnetic field effects are taken into consideration as they relate to a comparison examination regarding two-dimensional heat transfer caused on the basis of the free convective flow of a Casson (non-Newtonian) fluid in electro-conductive and non-Darcy porous medium of a horizontal circular cylinder. The formulation has been created, and the boundary layer equations are then transformed using similarity transformations into a self-similar form. Using the Keller box method (KBM), a nonlinear boundary value that is simplified issue is numerically resolved, the momentum and temperature equations, higher-order partial differential equation to first-order partial differential equation. Graphs are used to show the numerical solutions for Nusselt number, skin friction coefficient, velocity profile, and temperature profile. With graphs and tables, the impact of key variables, rate of heat transfer, and skin irritation are measured. The flow of the fluid is the most interesting aspect of the analysis; the outcome shows that Casson fluid velocity fields are reduced by an increase in magnetic number and nonuniform heat source/sink, radiation parameter, and when it comes to magnetic number variation. Increase in magnetic body force parameter (
H
) values results in decreases in the component of velocity. Skin friction coefficient and Nusselt number rise at high Newtonian slip (SF), non-Darcy parameter (Da), and Prandtl number (Pr) values.
Publisher
Springer International Publishing,Springer,Springer Nature B.V
