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Hele-Shaw approximation for resin transfer molding

Auteur(s)
Besson, Olivier 
Institut de mathématiques 
Pousin, Jérôme 
Institut de mathématiques 
Date de parution
2005
In
Zamm-Zeitschrift Fur Angewandte Mathematik Und Mechanik
Vol.
4
No
85
De la page
227
A la page
241
Mots-clés
  • Stokes equations
  • Hele-Shaw flow
  • free boundary
  • transport equation
  • asymptotic expansion
  • STOKES PROBLEM
  • INEQUALITY
  • SPACES
  • Stokes equations

  • Hele-Shaw flow

  • free boundary

  • transport equation

  • asymptotic expansion

  • STOKES PROBLEM

  • INEQUALITY

  • SPACES

Résumé
A Hele-Shaw flow is studied as the limit of a Stokes flow. The velocity fields associated to each fluid solve a fluid dynamic problem with time dependent domain. The moving boundary formulation is based on a pseudo-concentration equation. Some existence of solution of this set of equations is given using the classical Leary-Schauder Theorem and the use of space-time integrated least square method for the transport equation.
Identifiants
https://libra.unine.ch/handle/123456789/12400
_
10.1002/zamm.200110174
Type de publication
journal article
Dossier(s) à télécharger
 main article: Z Angew Math Mech - 2005 - Besson - Hele‐Shaw approximation for resin transfer molding.pdf (165.46 KB)
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