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- W2380211653 abstract "In consideration of the problem on the boundary condition of nonlinear free water wave, coordinate transform is used to handle the free boundary. Supposing the solution form be the traveling wave, the ordinary differential equations of the one-order autonomous system with two variables are caused, then expanding the nonlinear terms at the equilibrium point with the Taylor expansion, we obtained the solution to traveling wave. The linear approximate equation near the equilibrium point is the small amplitude wave. A new nonlinear periodic traveling wave and nonlinear dispersion relation are shown when expanding to the second-order terms. A conclusion that the expansion of dispersion relation does not contain any odd-power terms of wave steepness and because of the nonlinear effort an oscillate structure is produced in the vertical direction is drawn." @default.
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- W2380211653 date "1994-01-01" @default.
- W2380211653 modified "2023-09-24" @default.
- W2380211653 title "NONLINEAR GRAVITY-WAVES IN DEEP-WATER" @default.
- W2380211653 hasPublicationYear "1994" @default.
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