Fluid dynamics: lectures given at the 3rd 1982 session of the Centro Internazionale Matematico Estivo (C.I.M.E.) held at Varenna, Italy, August 22-September 1, 1982 / H. Beirão da Veiga

Collectivité principale: Centro internazionale matematico estivo (CIME), Varenna, Italy (1982) Auteur secondaire : Beirão da Veiga, Hugo (1943-) - Editeur scientifiqueType de document: Livre numériqueCollection: Lecture notes in mathematics, (Online) ; 1047Langue: anglaisÉditeur: Berlin : Springer-Verlag, 1984 ISBN: 9783540128939 ISSN: 1617-9692Note: Contents: C. Bardos, Introduction aux problemes hyperboliques non lineaires [Introduction to nonlinear hyperbolic problems] (pp. 1–74); Andrew Majda, Smooth solutions for the equations of compressible and incompressible fluid flow (pp. 75–126); G. Geymonat and P. Leyland, The linear transport operator of fluid dynamics (pp. 127–137); A. Lagha-Benabdallah, Limites des equations d'un fluide compressible lorsque la compressibilite tend vers zero [Limits of equations of a compressible fluid when the compressibility tends towards zero] (pp. 139–165); C. Marchioro, Vortex theory and Euler and Navier-Stokes evolution in two dimensions (pp. 167–174); Alberto Valli, Free boundary problems for compressible viscous fluids (pp. 175–187). Sujets MSC: 76-06 Fluid mechanics -- Proceedings, conferences, collections, etc
35-06 Partial differential equations -- Proceedings, conferences, collections, etc
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Contents: C. Bardos, Introduction aux problemes hyperboliques non lineaires [Introduction to nonlinear hyperbolic problems] (pp. 1–74); Andrew Majda, Smooth solutions for the equations of compressible and incompressible fluid flow (pp. 75–126); G. Geymonat and P. Leyland, The linear transport operator of fluid dynamics (pp. 127–137); A. Lagha-Benabdallah, Limites des equations d'un fluide compressible lorsque la compressibilite tend vers zero [Limits of equations of a compressible fluid when the compressibility tends towards zero] (pp. 139–165); C. Marchioro, Vortex theory and Euler and Navier-Stokes evolution in two dimensions (pp. 167–174); Alberto Valli, Free boundary problems for compressible viscous fluids (pp. 175–187).

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