Wave diffraction and radiation by a vertical circular cylinder standing in a three-dimensional polynya
Wave diffraction and radiation by a vertical circular cylinder standing in a three-dimensional polynya
The wave diffraction and radiation problem of a body in a polynya surrounded by an ice sheet extending to infinity is considered through a vertical circular cylinder. The ice sheet is modelled through the elastic thin-plate theory and the fluid flow through the linearized velocity potential theory. In particular, when the polynya is of the circular shape, eigenfunction expansion method is applied to the two regions below the ice sheet and the free surface respectively, and the velocity and pressure continuity conditions are imposed on the interface of the two regions. The wave motion in the polynya, the hydrodynamic coefficients as well as the exciting forces on a body located arbitrarily in the polynya are calculated. The nature of highly oscillatory behaviour of the results is investigated and their physical implications are discussed.
287-307
Ren, K.
d579a21f-df53-4646-b697-5314e79d82e0
Wu, G.X.
bbce134f-0e99-434a-a7e5-9a999fd0b6a6
Ji, C.Y.
cbf63708-d9d7-405a-9a38-efe4fcc3a180
29 July 2018
Ren, K.
d579a21f-df53-4646-b697-5314e79d82e0
Wu, G.X.
bbce134f-0e99-434a-a7e5-9a999fd0b6a6
Ji, C.Y.
cbf63708-d9d7-405a-9a38-efe4fcc3a180
Ren, K., Wu, G.X. and Ji, C.Y.
(2018)
Wave diffraction and radiation by a vertical circular cylinder standing in a three-dimensional polynya.
Journal of Fluids and Structures, 82, .
(doi:10.1016/j.jfluidstructs.2018.07.008).
Abstract
The wave diffraction and radiation problem of a body in a polynya surrounded by an ice sheet extending to infinity is considered through a vertical circular cylinder. The ice sheet is modelled through the elastic thin-plate theory and the fluid flow through the linearized velocity potential theory. In particular, when the polynya is of the circular shape, eigenfunction expansion method is applied to the two regions below the ice sheet and the free surface respectively, and the velocity and pressure continuity conditions are imposed on the interface of the two regions. The wave motion in the polynya, the hydrodynamic coefficients as well as the exciting forces on a body located arbitrarily in the polynya are calculated. The nature of highly oscillatory behaviour of the results is investigated and their physical implications are discussed.
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Accepted/In Press date: 6 July 2018
e-pub ahead of print date: 29 July 2018
Published date: 29 July 2018
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Local EPrints ID: 493481
URI: http://eprints.soton.ac.uk/id/eprint/493481
ISSN: 0889-9746
PURE UUID: 20c16fa8-92e7-4325-a275-199d8b8afa57
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Date deposited: 03 Sep 2024 16:56
Last modified: 04 Sep 2024 02:10
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Author:
K. Ren
Author:
G.X. Wu
Author:
C.Y. Ji
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