in Titre de série : | Quarterly journal of mechanics and applied mathematics, QJMAM, Vol.37 | Titre : | The development of nonlinearities in the E to the 1/3 Stewartson layer | Type de document : | articles et extraits | Auteurs : | S. H. Smith, Auteur | Année de publication : | 1984 | Importance : | p.75-85 | ISBN/ISSN/EAN : | 0033-5614 | Langues : | Français (fre) | Résumé : | The present paper develops a formal asymptotic analysis for the growth of nonlinearities in the one-third Stewartson layer formed by the flow from a line source in a rotating fluid. When the Rossby number, epsilon, is large compared to E to the 1/2, for Ekman numbers E, it is found that inertial forces need be included in a domain with width O(epsilon to the 1/2 times E to the 1/4) and height O(epsilon to the 3/2 times E to the -1/4), which grows in size for increasing epsilon. Within this domain there are separate subdomains which can be recognized
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in Quarterly journal of mechanics and applied mathematics, QJMAM, Vol.37. The development of nonlinearities in the E to the 1/3 Stewartson layer [articles et extraits] / S. H. Smith, Auteur . - 1984 . - p.75-85. ISSN : 0033-5614 Langues : Français ( fre) Résumé : | The present paper develops a formal asymptotic analysis for the growth of nonlinearities in the one-third Stewartson layer formed by the flow from a line source in a rotating fluid. When the Rossby number, epsilon, is large compared to E to the 1/2, for Ekman numbers E, it is found that inertial forces need be included in a domain with width O(epsilon to the 1/2 times E to the 1/4) and height O(epsilon to the 3/2 times E to the -1/4), which grows in size for increasing epsilon. Within this domain there are separate subdomains which can be recognized
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