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On waves due to small oscillations of a vertical plate submerged in deep water
1991
The Journal of the Australian Mathematical Society Series B Applied Mathematics
Preserved Fulltext
This paper is concerned with surface water waves produced by small oscillations of a thin vertical plate submerged in deep water. Green's integral theorem in the fluid region is used in a suitable manner to obtain the amplitude for the radiated waves at infinity. Particular results for roll and sway of the plate, and for a line source in the presence of a fixed vertical plate, are deduced.
doi:10.1017/s0334270000006871
fatcat:sya2zcha3zcdfhnjc5jqo2efhm