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Numerical Modeling of 2D Wave Refraction and Shoaling

机译:2D波折射和浅滩的数值模型

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As waves propagate into shallow water area they undergo shoaling and refraction. Refraction is a bending wave phenomenon that leads the wave crest arriving at beach directed parallel to the shoreline. Shoaling is a phenomenon of increasing wave height with decreasing water depth. Shoaling and refraction are both direct consequence of energy conservation. In this paper we solve the 2D shallow water equations using the conservative finite volume method. This scheme is non dissipative, therefore it can produce shoaling coefficient correctly. Simulation of 2D plane wave above a parallel bottom contours shows that numerical wave refraction confirms the analytical wave refraction. In this way we are convinced that our scheme can produce shoaling and refraction correctly. When a wave travels over a continental shelf and further to the beach, before breaking, the wave will experience shoaling and refraction which is not homogeneous along the beach. Numerical simulation shows that a bottom sill may induce wave focusing. This wave focusing governed by offshore topography may explain the striking differences from the adjacent coastal damage.
机译:随着波的繁殖到浅水区,它们经历铺衣和折射。折射是一种弯曲波浪现象,导致到达与海岸线平行的海滩的波浪嵴。 Shoaling是随着水深降低增加波浪高度的现象。节能和折射既是直接导致节能的直接后果。在本文中,我们使用保守的有限体积法解决了2D浅水方程。该方案是不耗散的,因此它可以正确地产生挖掘系数。在平行底部轮廓上方的2D平面波的模拟表明,数值波折射证实分析波折射。通过这种方式,我们相信我们的计划可以正确地产生挖掘和折射。当波浪在大陆架上行驶并进一步到海滩之前,在突破之前,波浪将经历沿着海滩不同质的挖掘和折射。数值模拟表明,底部窗台可能会诱导波形聚焦。这种波形聚焦由海上地形管辖可以解释与相邻的沿海损坏的突出差异。

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