The plane Neumann–Kelvin problem for a semisubmerged body in a fluid of finite depth is considered in the subcritical regime. We prove the existence of a unique solution for any subcritical velocity under the assumption that the body is symmetric about its midsection and is confined within a vertical strip bounded by straight lines going through the end-points of the body’s contour.
The Neumann-Kelvin problem revisited
PAGANI, CARLO DOMENICO;PIEROTTI, DARIO GIANCARLO
2006-01-01
Abstract
The plane Neumann–Kelvin problem for a semisubmerged body in a fluid of finite depth is considered in the subcritical regime. We prove the existence of a unique solution for any subcritical velocity under the assumption that the body is symmetric about its midsection and is confined within a vertical strip bounded by straight lines going through the end-points of the body’s contour.File in questo prodotto:
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