Laminar Viscous Flow of Micropolar Fluid through Non-Darcy Porous Medium Undergoing Uniform Suction or Injection

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AKINSHILO AKINBOWALE T.; Ilegbusi ADELEKE

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Journal Paper

Paper Information

Journal: AUT Journal of Mechanical Engineering Year:2019 | Volume:3 | Issue:2 Page(s): 157-164

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Information Journal Paper

Title

Laminar Viscous Flow of Micropolar Fluid through Non-Darcy Porous Medium Undergoing Uniform Suction or Injection

Author(s)

AKINSHILO AKINBOWALE T. | Ilegbusi ADELEKE | Issue Writer Certificate

Keywords

Micropolar fluid

non-Darcy porous channel

high mass transfer

Variation of parameters method

Abstract

In this study, the Micropolar fluid flow conveyed through suction or injection in a non-Darcy porous medium with high mass transfer is considered. The Micropolar fluid flow is described by coupled systems of higher order, ordinary, nonlinear differential equations. Therefore the Variation of parameters method is utilized in generating analytical solutions to the mathematical models arising from flow and rotation of the Micropolar fluid. As the Variation of parameters method is a relatively easy, yet efficient approach of analyzing both strongly and weakly dependent nonlinear equations with a rapid convergence rate. Pertinent rheological fluid parameter effects such as non-Darcy parameter and Reynolds number on flow and rotation are examined using the obtained analytical solutions. Observations from graphical representation of result illustrate flow increase during injection and slight radial velocity decrease for suction flow. Reynolds parameter effect on fluid particles micro rotation also shows decrease in rotation profile during injection while during suction increased particle rotation is observed as a result of high mass transfer. Results obtained from study compared against existing works in literature prove to be in satisfactory agreement. Therefore this paper can be used to further study of Micropolar fluids applications such as blood flow, lubricants and micro channel flows amongst others.

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