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- W13947818 abstract "This paper studies submerged parallel bars as a wave reflector using thelinear Shallow Water Equation. First, we recall the analytical study fromliterature about finding an optimal width of a one-bar wave reflector witha specific height. Numerical study is applied using the Lax-Wendroff discretization method with different partition along x¡axis in order to avoidnumerical diffusion error. Comparison between analytical and numericalsolutions shows a good agreement, qualitatively and quantitatively. Usingan analogous physical argument as in the case of one-bar wave reflector,we can obtain an optimal dimension of submerged n-bar wave reflector.Numerical computations are made and they con¯rm this optimal dimension. Finally, we conclude that in order to get the minimal amplitude oftransmitted wave, the wavelength of an incident wave and the dimensionof bars should be closely matched." @default.
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- W13947818 date "2018-01-20" @default.
- W13947818 modified "2023-09-24" @default.
- W13947818 title "An Optimal Dimension of Submerged Parallel Bars as a Wave Reflector" @default.
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- W13947818 doi "https://doi.org/10.31227/osf.io/s27fe" @default.
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