首页> 外文期刊>Proceedings of the International Conference on Coastal Engineering >PERFORMANCE OF POROUS MARINE STRUCTURES OF SINGLE AND DOUBLE PERFORATED SEAWALLS IN REGULAR OBLIQUE WAVES
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PERFORMANCE OF POROUS MARINE STRUCTURES OF SINGLE AND DOUBLE PERFORATED SEAWALLS IN REGULAR OBLIQUE WAVES

机译:规则斜波中单孔和双孔渗水多孔结构的性能

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In the present paper we examine the performance of two very common types of wave absorbing porous marine structures under regular oblique waves. The first structure consists of a single perforated vertical seawall, whereas the second consists of two perforated vertical seawalls creating what is called a chamber system (Jarlan type breakwater). The structures are surface piercing thus eliminating wave overtopping. Two methods are used for the present investigation. In the first method the problem of the interaction of obliquely incident linear waves upon a pair of porous vertical seawalls is first formulated in the context of the linear diffraction theory. The resulting boundary integral equation, which is matched with far-field solutions represented in terms of analytical series with unknown coefficients, and appropriate boundary conditions at the free surface, seabed and seawalls, is then solved numerically using the multi-domain boundary element method. In the second method a semi-analytical solution is developed by means of the eigenfunction expansions and a minimization approach using a least square method. In both methods the dissipation of the wave energy due to the presence of the perforated seawalls is represented by a simple yet effective relation in terms of the porosity parameter appropriate for thin perforated walls. The results are presented in terms of reflection and transmission coefficients, and the wave energy dissipation. Effects of the incident wave angles, porosities and depths of the walls and other major parameters of interest are explored.
机译:在本文中,我们研究了两种非常常见的类型的吸波多孔海洋结构在规则斜波作用下的性能。第一种结构由单个穿孔的垂直海堤组成,而第二个结构由两个多孔的垂直海堤组成,形成所谓的舱室系统(Jarlan型防波堤)。结构在表面打孔,从而消除了波峰。本研究使用两种方法。在第一种方法中,首先在线性衍射理论的背景下提出了斜入射线性波在一对多孔垂直海堤上相互作用的问题。然后,使用多域边界元方法对所得的边界积分方程进行数值求解,该方程与以未知系数的解析级数表示的远场解以及在自由表面,海床和海堤处的适当边界条件相匹配。在第二种方法中,通过特征函数展开和使用最小二乘法的最小化方法开发了半解析解。在这两种方法中,由于存在多孔海堤而导致的波能耗散由适合薄多孔壁的孔隙率参数的简单而有效的关系表示。结果以反射和透射系数以及波能量耗散的形式给出。探索了入射波角,壁的孔隙率和深度以及其他重要参数的影响。

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