Titel: Maneuvering Hydrodynamics of Ellipsoidal Forms
Sprache: English
Autor/Autorin: Miloh, Touvia 
Erscheinungsdatum: 1977
Teil der Schriftenreihe: Schriftenreihe Schiffbau 
Bandangabe: 357
Zusammenfassung (englisch): The hydrodynamical forces and moments acting on a tri-axial ellipsoid moving in an incompressible and inviscid fluid are analysed. The rigid ellipsoid is allowed to move in the most general manner with time dependent velocity and six degrees of freedom. The force and moment express ions are obtained by applying the Lagally theorem to the image singularities system representing the body in the presence of exterior disturbances. First expressions for the Lagally force and moment acting on a maneuvering ellipsoid in an unbounded medium are derived and then these express ions are generalized to include the effect of an exterior source moving in an arbitrary manner. It is also shown how the Lagally expressions for an exterior source can be used to obtain closed form express ions for the hydrodynamical forces and moments acting on a maneuvering ellipsoid in the presence of arbitrary exterior disturbance. The analysis which is based on the application of ellipsoidal harmonics is demonstrated in a simple case of propeller-hull interaction. Here the motion of the ellipsoid is restricted to the major axis and the propeller at the stern is represented by an isolated sink in accordance with Dickmann's model. Practical expressions for the thrust deduction coefficient, wake fraction and propeller induced vibration are then derived for ellipsoidal, spheroidal and spherical hulls.
URI: http://tubdok.tub.tuhh.de/handle/11420/679
DOI: 10.15480/882.677
Institut: Entwerfen von Schiffen und Schiffssicherheit M-6 
Dokumenttyp: Report (Bericht)
Enthalten in den Sammlungen:Publications (tub.dok)

Dateien zu dieser Ressource:
Datei Beschreibung GrößeFormat
Bericht_Nr.357_T.Miloh_Maneuvring_Hydrodynamics_of_Ellipsoidal_Forms.pdf1,52 MBAdobe PDFMiniaturbild
Zur Langanzeige


Letzte Woche
Letzten Monat
checked on 23.03.2019


checked on 23.03.2019

Google ScholarTM



Alle Ressourcen in diesem Repository sind urheberrechtlich geschützt.