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Effect of surface conditions on flow of a micropolar fluid driven by a porous stretching sheet

Identifieur interne : 00B921 ( Main/Exploration ); précédent : 00B920; suivant : 00B922

Effect of surface conditions on flow of a micropolar fluid driven by a porous stretching sheet

Auteurs : N. A. Kelson [Australie] ; A. Desseaux [France]

Source :

RBID : ISTEX:4E5D56A2E17D1ADA532F086867E938F05E27542F

Descripteurs français

English descriptors

Abstract

Abstract: Self-similar boundary layer flow of a micropolar fluid driven by a stretching sheet with uniform suction or blowing through the surface is considered. A perturbation analysis is used to derive closed form solutions, and a number of numerical solutions are used to validate the analysis. In order to investigate the effects of different microrotation boundary conditions, results are obtained here which prescribe a fixed ratio between the microrotation and the shear stress at the surface.

Url:
DOI: 10.1016/S0020-7225(01)00026-X


Affiliations:


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Le document en format XML

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<term>Boundary layer width</term>
<term>Boundary layers</term>
<term>Boundary parameter</term>
<term>Complex behaviour</term>
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<term>Domain length</term>
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<term>Injection rates</term>
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<term>Kelson</term>
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<term>Limited range</term>
<term>Location moves</term>
<term>Mass transfer</term>
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<term>Maximum wall stress reduction</term>
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<term>Micropolar boundary layer</term>
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<term>Perturbation analysis</term>
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<term>Perturbation techniques</term>
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<term>Porous materials</term>
<term>Porous media</term>
<term>Previous studies</term>
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<term>Stretching</term>
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<term>Worst scenario</term>
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<term>4715C</term>
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<term>Couche limite</term>
<term>Ecoulement isotherme</term>
<term>Ecoulement laminaire</term>
<term>Etirement</term>
<term>Fluide incompressible</term>
<term>Fluide micropolaire</term>
<term>Matériau poreux</term>
<term>Méthode numérique</term>
<term>Technique perturbation</term>
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<term>Boundary condition</term>
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<term>Boundary parameter</term>
<term>Complex behaviour</term>
<term>Cuto</term>
<term>Desseaux</term>
<term>Domain length</term>
<term>Elsevier science</term>
<term>Engineering science</term>
<term>Exact solution</term>
<term>Exact solutions</term>
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<term>Heat transfer</term>
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<term>Injection rates</term>
<term>Kelson</term>
<term>Kinematic viscosity</term>
<term>Limited range</term>
<term>Location moves</term>
<term>Mass transfer</term>
<term>Maximum increases</term>
<term>Maximum wall stress reduction</term>
<term>Micropolar</term>
<term>Micropolar boundary layer</term>
<term>Micropolar model</term>
<term>Microrotation</term>
<term>Microrotation boundary conditions</term>
<term>More detail</term>
<term>Nearwall behaviour</term>
<term>Nearwall region</term>
<term>Newtonian</term>
<term>Numerical methods</term>
<term>Numerical results</term>
<term>Numerical solution</term>
<term>Numerical solutions</term>
<term>Order perturbation approximation</term>
<term>Order solution</term>
<term>Outer solution</term>
<term>Parameter</term>
<term>Parameter values</term>
<term>Particular integral</term>
<term>Percentage stress reduction</term>
<term>Perturbation</term>
<term>Perturbation analysis</term>
<term>Perturbation approximation</term>
<term>Perturbing parameter</term>
<term>Physical parameters</term>
<term>Porous media</term>
<term>Previous studies</term>
<term>Quasilinearisation scheme</term>
<term>Shear stress</term>
<term>Shooting method</term>
<term>Shorter domains</term>
<term>Skin friction</term>
<term>Small values</term>
<term>Solution curve</term>
<term>Solution curves</term>
<term>Stream function</term>
<term>Strong injection</term>
<term>Suction</term>
<term>Suction parameter</term>
<term>Surface conditions</term>
<term>Surface conditions f1hh</term>
<term>Wall shear stress</term>
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<div type="abstract" xml:lang="en">Abstract: Self-similar boundary layer flow of a micropolar fluid driven by a stretching sheet with uniform suction or blowing through the surface is considered. A perturbation analysis is used to derive closed form solutions, and a number of numerical solutions are used to validate the analysis. In order to investigate the effects of different microrotation boundary conditions, results are obtained here which prescribe a fixed ratio between the microrotation and the shear stress at the surface.</div>
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