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Artikel: Water entry of a body which moves in more than six degrees of freedom.

Scolan, Y-M / Korobkin, A A

Proceedings. Mathematical, physical, and engineering sciences

2016  Band 471, Heft 2177, Seite(n) 20150058

Abstract: The water entry of a three-dimensional smooth body into initially calm water is examined. The body can move freely in its 6 d.f. and may also change its shape over time. During the early stage of penetration, the shape of the body is approximated by a ... ...

Abstract The water entry of a three-dimensional smooth body into initially calm water is examined. The body can move freely in its 6 d.f. and may also change its shape over time. During the early stage of penetration, the shape of the body is approximated by a surface of double curvature and the radii of curvature may vary over time. Hydrodynamic loads are calculated by the Wagner theory. It is shown that the water entry problem with arbitrary kinematics of the body motion, can be reduced to the vertical entry problem with a modified vertical displacement of the body and an elliptic region of contact between the liquid and the body surface. Low pressure occurrence is determined; this occurrence can precede the appearance of cavitation effects. Hydrodynamic forces are analysed for a rigid ellipsoid entering the water with 3 d.f. Experimental results with an oblique impact of elliptic paraboloid confirm the theoretical findings. The theoretical developments are detailed in this paper, while an application of the model is described in electronic supplementary materials.
Sprache Englisch
Erscheinungsdatum 2016-07-28
Erscheinungsland England
Dokumenttyp Journal Article
ZDB-ID 209241-4
ISSN 1471-2946 ; 1364-5021 ; 0962-8444 ; 0080-4630 ; 0950-1207
ISSN (online) 1471-2946
ISSN 1364-5021 ; 0962-8444 ; 0080-4630 ; 0950-1207
DOI 10.1098/rspa.2015.0058
Signatur
Z 46/95: Hefte anzeigen
Datenquelle MEDical Literature Analysis and Retrieval System OnLINE

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