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An extended analytic solution of combined refraction and diffraction of long waves propagating over circular island

机译:圆岛上传播的长波组合折射和衍射的扩展解析解

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An analytic solution of long waves passing over a permeable circular shoal was obtained by solving the mild-slope equation (MSE).The solution is in terms of the Bessel function expressed by complex variables.The present solution is suitable for arbitrary bottom configurations described by a radiation function with two independent parameters.For the case of the parabolic shoal,there exists a singular point (α=2) which can be removed using Frobenius series,where α is a real constant.The present solution is reduced to Yu and Zhang's (2003) solution for impermeable circular shoal.The numerical results show some special features of the combined effect of wave refraction and diffraction caused by a porous circular island.The effect of key parameters of the island dimension,the shoal slope and permeability on wave scattering was discussed based on the analytic solution.
机译:通过求解缓坡方程(MSE),获得了长波在可渗透圆形浅滩上的解析解,该解以贝塞尔函数(Bessel function)为复杂变量表示,该解适用于由一个具有两个独立参数的辐射函数。对于抛物线形浅滩,存在一个奇异点(α= 2),可以使用Frobenius级数将其移除,其中α是一个实常数。 (2003)解决了不可渗透圆形浅滩的问题。数值结果显示了由多孔圆形岛引起的波折射和衍射联合效应的一些特殊特征。岛尺寸,浅滩坡度和渗透率等关键参数对波散射的影响基于解析解进行了讨论。

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