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On the
two-dimensional steady-state problem of a viscous gas in an
exterior domain
G.P. Galdi, A. Novotný and M. Padula |
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Vol. 179 (1997), No. 1, 65–100
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Abstract |
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We investigate plane steady flows of a viscous, isothermal, compressible fluid past an obstacle, with nonzero velocity at infinity. Using the decomposition of the velocity field onto its compressible and incompressible parts, we prove an existence and uniqueness theorem, under the assumption that the external data are “sufficiently small”. |
Milestones
Received: 6 January 1995
Published: 1 May 1997
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Authors |
| G.P. Galdi | |
| Institute of Engineering University of Ferrara Italy |
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| A. Novotný | |
| University of Toulon and of
Var La Garde France |
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| M. Padula | |
| University of Ferrara Italy |
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