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- W2183680931 abstract "The paper investigates nonlinear wave diffraction effects around a generic, 4 column, surface piercing structure. The surface elevation is computed at designated locations within the confines of the structure, and for a selected range of frequencies. Numerical results are presented, with and without the multicolumn structure, at three different levels, the common denominator being that inviscid fluid is assumed: 1. As a base case linear diffraction results are obtained employing the linearised mean free surface boundary condition. 2. A higher order incident and diffracted wave is computed using a perturbation expansion for the free surface boundary condition to second order. The importance and relevance of the second order correction to the linear surface elevation is discussed in detail. 3. Finally, results obtained by fully nonlinear numerical wave tank simulations are presented. General confidence in computed results is an extremely important an delicate issue within nonlinear numerical hydrodynamics, and the more fundamental aspects related to numerical accuracy and robustness are discussed in some detail throughout the text. Provided the wave steepness stays below a certain threshold, it is demonstrated that for periodic waves, the linear and second order terms are the most important ones in order to obtain a reasonable estimate of the wave elevation." @default.
- W2183680931 created "2016-06-24" @default.
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- W2183680931 date "2001-01-01" @default.
- W2183680931 modified "2023-09-26" @default.
- W2183680931 title "Numerical Investigation of Nonlinear Wave Effects Around Multiple Cylinders" @default.
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