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The reflection of oblique waves by an infinite number of partially perforated caissons

机译:无限数量的部分穿孔沉箱对斜波的反射

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摘要

This study examines the reflection of obliquely incident waves by an infinite array of partially perforated caissons. Based on the linear potential theory, an analytical solution of the present problem was developed by means of the matched eigenfunction expansion method. The solution was obtained in a single strip consisting of the semi-infinite narrow region in front of a caisson and the fluid domain inside this caisson. It was then extended to the whole fluid domain by using the periodicities of the structure and the incident waves along the length of the caissons. The present model was validated by comparing the reflection coefficients of several limiting cases with the corresponding results obtained by previous researchers. Numerical experiments were also conducted to examine the variations of the reflection coefficient versus its main effect factors. The numerical results indicate the differences between the present model and the previous limiting cases, and some helpful results are recommended for practical engineering.
机译:这项研究检查了无限入射的部分沉孔阵列对倾斜入射波的反射。基于线性势能理论,通过匹配特征函数展开法,提出了该问题的解析解。该解决方案是在单个条带中获得的,该条带由沉箱前面的半无限狭窄区域和该沉箱内部的流体域组成。然后通过使用结构的周期性和沿着沉井长度方向的入射波将其扩展到整个流体域。通过比较几种极限情况的反射系数与先前研究人员获得的相应结果,验证了本模型的有效性。还进行了数值实验,以检查反射系数相对于其主要影响因素的变化。数值结果表明了当前模型与以前的极限情况之间的差异,并为实际工程推荐了一些有用的结果。

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