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Numerical solutions in a laminar motion of magnetohydrodynamic Maxwell liquid past a permeable shrinking plate

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Title Numerical solutions in a laminar motion of magnetohydrodynamic Maxwell liquid past a permeable shrinking plate
 
Creator Sharma, R P
Shafi, S
Reddy, M G
 
Subject Maxwell liquid
MHD
Numerical solution
Permeable shrinking plate
Porous contracting surface
 
Description 330-338
In recent years, there has been a notable rise in interest in the boundary layer theory of non-Newtonian fluids, driven by
both academic curiosity and engineering applications. The nonlinearity of the equations can manifest itself in various ways
across a broad spectrum of industries, encompassing biotechnology, drilling operations, and the food sector. The term
Maxwell fluid describes the characteristics related to relaxation time and falls within the category of rate-type fluids.
Researchers are intrigued by the challenges associated with solving nonlinear and higher-order differential equations. In the
present problem, the magnetohydrodynamics (MHD) Maxwell liquid over a porous contracting surface is discussed
numerically. In the analysis, a consistent transfer of divider concentration is examined. The governing/controlling equations
of the fluid flow are changed using similarity transformations. The numerical results were found by using the R-K-4th
order-based shooting technique with the assistance of MATLAB software. The graphical representation is displayed
through stability analysis. The results indicate that the first solution exhibits greater stability. The magnetic parameter and
suction effect enhance the velocity profile, whereas the Deborah number yields opposite results.
 
Date 2024-04-19T09:20:46Z
2024-04-19T09:20:46Z
2023-07
 
Type Article
 
Identifier 2582-6727 (Online); 2582-6506 (Print)
http://nopr.niscpr.res.in/handle/123456789/63803
https://doi.org/10.56042/ijms.v52i07.10411
 
Language en
 
Publisher NIScPR-CSIR, India
 
Source IJMS Vol.52(07) [July 2023]