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Reflection of surface waves by submerged cylinders
AbstractReflection from submerged cylinders are studied by means of integral equations. By expressing the solution as a distribution of vortices, the integral equations become non-singular for closed contours. It is shown that the method gives a short and easy proof for the classical result that no reflection occurs for the circular cylinder. The reflection power for the elliptic contour and the flat plate are studied when the bodies are situated deeply below the surface.
Reflection of surface waves by submerged cylinders
AbstractReflection from submerged cylinders are studied by means of integral equations. By expressing the solution as a distribution of vortices, the integral equations become non-singular for closed contours. It is shown that the method gives a short and easy proof for the classical result that no reflection occurs for the circular cylinder. The reflection power for the elliptic contour and the flat plate are studied when the bodies are situated deeply below the surface.
Reflection of surface waves by submerged cylinders
Grue, John (author) / Palm, Enok (author)
Applied Ocean Research ; 6 ; 54-60
1984-01-01
7 pages
Article (Journal)
Electronic Resource
English
Scattering of surface waves by submerged cylinders
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