Water Wave Velocity Potential on Sloping Bottom in Water Wave Transformation Modeling

Syawaluddin Hutahaean
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Abstract

In this research, we formulated the equation for water wave velocity potential on sloping bottoms. The resulting velocity potential equation for sloping bottoms closely mirrors that of flat bottoms, simplifying its application in sloping terrain scenarios. By exploring velocity potential on sloping bottoms, we derived conservation equations governing wave constant changes as waves transition from deep to shallow waters. These equations encompass the wave number conservation and energy conservation principles. Utilizing these conservation equations, we developed a comprehensive wave transformation model. The one-dimensional model focused on shoaling and breaking phenomena, while the two-dimensional model delved into refraction-diffraction, shoaling, and breaking. The model's framework allows for straightforward extensions, facilitating future advancements in the field.
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斜底水波变换模拟中的水波速度势
在本研究中,我们建立了斜坡底部的水波速度势方程。所得的斜坡底速度势方程与平坦底速度势方程接近,简化了其在斜坡地形中的应用。通过探索斜坡底部的速度势,我们推导了波浪从深水过渡到浅水时波浪常数变化的守恒方程。这些方程包含波数守恒和能量守恒原理。利用这些守恒方程,我们建立了一个综合的波变换模型。一维模型主要研究浅滩和破碎现象,二维模型主要研究折射-衍射、浅滩和破碎现象。该模型的框架允许直接扩展,促进该领域的未来发展。
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