DTIC ADA1038560: Weakly Nonlinear Interactions and Wave pdf

DTIC ADA1038560: Weakly Nonlinear Interactions and Wave_bookcover

DTIC ADA1038560: Weakly Nonlinear Interactions and Wave

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When the flow over a submerged, round, upright cylinder, situated in a large ocean, is forced by a train of plane waves, linear theory (Yamamuro, 1981) shows that the response can be abnormally large for certain forcing frequencies. The aim of this paper is to present a weakly nonlinear theory, where wave interactions, arising from the quadratic terms in the free-surface boundary conditions, can yield abnormally large responses. A specific interaction will be considered between a flow at a subharmonic frequency and a flow at the driving frequency. The reason for considering such an interaction derived from a consideration of some experimental results of Barnard, Pritchard and Provis (1981). (Author

  • Creator/s: Defense Technical Information Center
  • Date: 7/1/1981
  • Year: 1981
  • Book Topics/Themes: DTIC Archive, Renardy, Yuriko, WISCONSIN UNIV-MADISON MATHEMATICS RESEARCH CENTER, *WATER WAVES, *WAVE EQUATIONS, INTERACTIONS, HARMONICS, EIGENVALUES, NONLINEAR SYSTEMS, CYLINDRICAL BODIES, RESPONSE, APPROXIMATION(MATHEMATICS), AMPLITUDE, PLANE WAVES, ORTHOGONALITY, GRAVITY WAVES

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