Titre : | Vorticity and incompressible flow | Type de document : | document imprimé | Auteurs : | A. J. Majda, Auteur ; A. L. Bertozzi, Auteur | Editeur : | Cambridge : Cambridge University Press | Année de publication : | 2002 | Collection : | Cambridge texts in applied mathematics | Importance : | XII-545 p. : graphiques ; 25 cm | ISBN/ISSN/EAN : | 0-521-63948-4 | Note générale : | Paperback
| Langues : | Français (fre) | Index. décimale : | 47.27 Turbulent flows, Turbulent wakes, Turbulent jets, Boundary layer turbulence, Large-eddy simulations | Résumé : | 1. An introduction to vortex dynamics for incompressible fluid flows; 2. The vorticity-stream formulation for 2D flows; 3. Energy methods for the Euler and Navier-Stokes equations; 4. The particle trajectory method for existence and uniqueness of solutions to the Euler equation; 5. The search for singular solutions of the 3-D Euler equations; 6. Computational vortex methods; 7. Simplified asympototic equations for slender vortex filaments; 8. Weak solutions to the 2-D Euler equations with initial vorticity in L00; 9. Introduction to vortex sheets, weak solutions, and approximate solution sequences for the Euler equation; 10. Weak solutions and solution sequences in 2D; 11. The 2D Euler equation: concentrations and weak solutions with vortex sheet initial data; 12. Reduced Hausdorff oscillations, and measure valued solutions of the Euler equations in 2 and 3D; 13. The Vlasov-Poisson equations as an analogy to the Euler equations for the study of weak solutions
| Note de contenu : | References à la fin de chaque chapitre Index, p. 543-545 Appartient à Paul Clavin
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Vorticity and incompressible flow [document imprimé] / A. J. Majda, Auteur ; A. L. Bertozzi, Auteur . - Cambridge University Press, 2002 . - XII-545 p. : graphiques ; 25 cm. - ( Cambridge texts in applied mathematics) . ISBN : 0-521-63948-4 Paperback
Langues : Français ( fre) Index. décimale : | 47.27 Turbulent flows, Turbulent wakes, Turbulent jets, Boundary layer turbulence, Large-eddy simulations | Résumé : | 1. An introduction to vortex dynamics for incompressible fluid flows; 2. The vorticity-stream formulation for 2D flows; 3. Energy methods for the Euler and Navier-Stokes equations; 4. The particle trajectory method for existence and uniqueness of solutions to the Euler equation; 5. The search for singular solutions of the 3-D Euler equations; 6. Computational vortex methods; 7. Simplified asympototic equations for slender vortex filaments; 8. Weak solutions to the 2-D Euler equations with initial vorticity in L00; 9. Introduction to vortex sheets, weak solutions, and approximate solution sequences for the Euler equation; 10. Weak solutions and solution sequences in 2D; 11. The 2D Euler equation: concentrations and weak solutions with vortex sheet initial data; 12. Reduced Hausdorff oscillations, and measure valued solutions of the Euler equations in 2 and 3D; 13. The Vlasov-Poisson equations as an analogy to the Euler equations for the study of weak solutions
| Note de contenu : | References à la fin de chaque chapitre Index, p. 543-545 Appartient à Paul Clavin
|
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