Abstract
The problem considered is that of absorbing two-dimensional water waves in a channel by means of a moving termination at the end of the channel. The problem is formulated for a semi-infinite channel and solutions are determined according to a linearized theory. The motion of the termination that is needed for absorption is determined in the form of a linear operation on the measured surface elevation at a fixed point in the channel so a self-actuating wave-absorbing system can be devised. A theoretical method of studying the stability of such a system is presented. A system of this type was built and experiments with it are described. Wave absorption is demonstrated both for monochromatic waves and for wave pulses. The absorption of a wave pulse is compared with the absorption of the same pulse by a fixed beach making a ten degree angle with the horizontal direction.
Publisher
Cambridge University Press (CUP)
Subject
Mechanical Engineering,Mechanics of Materials,Condensed Matter Physics
Reference4 articles.
1. Nyquist, H. 1932 Regeneration theory.Bell Syst. Tech. J. 11,126–147.
2. Ursell, F. , Dean, R. & Yu, Y. 1960 Forced small amplitude water waves; a comparison of theory and experiment.J. Fluid Mech. 7,33–52.
3. Havelock, T. H. 1929 Forced surface waves on water.Phil. Mag. 8,569–576.
4. Milgram, J. H. 1965 Compliant water-wave absorbers. M.I.T. Department of Naval Architecture and Marine Engineering Report no. 65–13.
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50 articles.
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