Noncylndriical Domain
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1. Fluxos ideais e incompressiveis bidimensionais em dominios não-cilindricos / Two-dimensional incompressible ideal flow in a noncylindrical material domain
In this work we shall prove the existence of weak solutions of the incompressible Euler equations in two-dimensional domains with smoothly moving boundaries. The main objective is to rebuild the work developed by Cheng He and Ling Hsiao (2000) with appropriate conditions for material domains. To show the existence of a weak solution for the Euler equations i
Publicado em: 2005