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Nombre Adimensionnel Utilise En Mecanique Des Fluides: Nombre de Mach, Nombre de Reynolds, Nombre de Froude, Nombre de Strouhal

Nombre Adimensionnel Utilise En Mecanique Des Fluides: Nombre de Mach, Nombre de Reynolds, Nombre de Froude, Nombre de Strouhal

          
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About the Book

Ce contenu est une compilation d'articles de l'encyclopedie libre Wikipedia. Pages: 18. Non illustre. Chapitres: Nombre de Mach, Nombre de Reynolds, Nombre de Froude, Nombre de Strouhal, Nombre de Boussinesq, Nombre de Karlovitz, Nombre de Bond, Nombre de Bouguer, Nombre de Crocco, Nombre de Cowling, Nombre de Lundquist, Nombre de Stewart, Nombre de Rayleigh, Nombre de Rossby, Nombre de Kirpichev, Nombre de Hersey, Nombre de Fedorov, Nombre de Schiller, Nombre d'Archimede, Nombre de Hedstrom, Nombre de Jeffreys, Nombre de Goucher, Nombre de Hartmann, Nombre de Graetz, Nombre de Bulygin, Nombre de Grashof, Nombre de Knudsen, Nombre de Bejan, Nombre de Joule, Nombre de Clausius, Nombre d'Ekman, Nombre de Bingham, Nombre d'Ellis, Nombre de Taylor, Nombre de Rouse, Nombre d'Eckert, Nombre de Weber, Nombre de Stokes, Nombre capillaire, Nombre d'Ohnesorge, Nombre de Reech, Nombre d'Alfven, Nombre de Laplace, Nombre de Kirpitcheff, Nombre de Cameron, Nombre de Schmidt, Nombre de Lewis, Nombre d'Eotvos, Nombre de Galilee, Nombre de Marangoni, Nombre de Hagen, Nombre de Womersley, Nombre de Kutateladze. Extrait: Le nombre de Reynolds est un nombre sans dimension utilise en mecanique des fluides. Il a ete mis en evidence en 1883 par Osborne Reynolds. Il caracterise un ecoulement, en particulier la nature de son regime (laminaire, transitoire, turbulent). Le nombre de Reynolds represente le rapport entre les forces d'inertie et les forces visqueuses. On le definit de la maniere suivante: avec Les unites sont indiquees a titre purement indicatif, un nombre sans dimension ayant la meme valeur dans tout systeme d'unites coherent. Le nombre de Reynolds represente egalement le rapport (qualitatif) du transfert par convection par le transfert par diffusion de la quantite de mouvement. En magnetohydrodynamique il est aussi possible de definir un nombre de Reynolds: le nombre de Reynolds magnetique. En fonction des nombres de Reynolds croissants on distingue quatre regimes princi...


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Product Details
  • ISBN-13: 9781159831615
  • Publisher: Books LLC, Wiki Series
  • Publisher Imprint: Books LLC, Wiki Series
  • Height: 246 mm
  • No of Pages: 20
  • Series Title: French
  • Weight: 54 gr
  • ISBN-10: 1159831610
  • Publisher Date: 10 Oct 2011
  • Binding: Paperback
  • Language: French
  • Returnable: N
  • Spine Width: 1 mm
  • Width: 189 mm

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