Published 2000
| Submitted
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The Euler Equations on Thin Domains
- Others:
- Fiedler, B.
- Gröger, K.
- Sprekels, J.
Chicago
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Abstract
For the Euler equations in a thin domain Q_ε = Ω×(0, ε), Ω a rectangle in R^2, with initial data in (W^(2,q)(Qε))^3, q > 3, bounded uniformly in ε, the classical solution is shown to exist on a time interval (0, T(ε)), where T(є) → +∞ as є → 0. We compare this solution with that of a system of limiting equations on Ω.
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© 2000, World ScientificAttached Files
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- Resolver ID
- CaltechAUTHORS:20100908-082643361
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2010-09-15Created from EPrint's datestamp field
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2020-03-09Created from EPrint's last_modified field