Approximate calculation of oblique wave transmission from a single-row of rectangular piles

Transmissions of oblique incident wave from a row of rectangular piles are analyzed theoretically. The incident angle of plane wave is taken as , there then is the transmission coefficient (This is a paradox). In this paper, by means of the approximate relation between the transmitted and incident wave angle found from the shape of a slit, the paradoxical phenomenon is removed. On the basis of the continuality of the pressure and flux and the analysis of flow resistance at the row of rectangular piles, formulas of reflection and transmission coefficients are obtained. The transmission and reflection coefficients predicted by the present model quite agree with those of laboratory experiments in previous references     

Full wave solution for hydrodynamic behaviors of pile breakwater

Rayleigh expansion is used to study the water-wave interaction with a row of pile breakwater in finite water depth. Evanescent waves, the wave energy dissipated on the fluid resistance and the thickness of the breakwater are totally included in the model. The formulae of wave reflection and transmission coefficients are obtained. The accuracy of the present model is verified by a comparison with existing results. It is found that the predicted wave reflection and transmission coefficients for the zero order are all highly consistent with the experimental data (Hagiwara, 1984; Isaacson et al., 1998) and plane wave solutions (Zhu, 2011). The losses of the wave energy for the fluid passing through slits play an important role, which removes the phenomena of enhanced wave transmission.     

圆柱墩群上的波浪力

本文根据Maccamy-Fuchs关于单个圆柱墩的微幅波绕射理论,在严格考虑不同墩间相位差的基础上,研究了双圆柱墩情况下的波浪绕射场,得出了柱面上各点的波压力,作用在单位高度高柱上的波浪力,柱群中各柱的波浪力及整个墩群上的总波浪力的计算公式。对于等径的双圆柱墩群,编制了VORTRAN程序WFFTP,可供设计之用。     

波浪对阻抗型圆柱群的绕射

应用柱面上阻抗型边界条件分析单柱和圆柱群上波面高度和总波浪力的分布规律。随着阻抗值减小波面高度明显减小,柱上总的波浪力也随之减小。由于柱间干扰和阻抗影响,波浪力在一定的波数尺寸范围内出现急降区,阻抗型柱的变化平缓,而刚性光滑壁面柱降低显著,说明阻抗越小柱间波浪散射强度越小。     

Wave run-up on a coaxial perforated circular cylinder

This paper describes a plane regular wave interaction with a combined cylinder which consists of a solid inner column and a coaxial perforated outer cylinder.The outer perforated surface is a thin porous cylinder with an annular gap between it and the inner cylinder.The non-linear boundary condition at the perforated wall is a prime focus in the study;energy dissipation at the perforated wall occurs through the resistance to the fluid across the perforated wall.Explicit analytical formulae are presented to calculate the wave run-up on the outer and inner surfaces of the perforated cylinder and the surface of the inner column.The theoretical results of the wave run-up are compared with previous experimental data.Numerical results have also been obtained:when the ratio of the annular gap between the two cylinders to incident wavelength(b-a)/L≤0.1,the wave run-up on the inner surface of the perforated cylinder and the surface of inner column can partially or completely exceed the incident wave height.     

梳状防波堤上波浪反射

对梳状沉箱防波堤的波浪反射特征进行研究。在对梳状沉箱防波堤非线性消耗波能机理分析基础上,采用阻抗分析方法,导出一组所有参数都是事先知道的、完全封闭的波反射系数公式。     

圆形桩柱列的附加质量分析

本文对圆形桩柱列在静水中振动时的流场进行了分析,把文献[1]中的方法应用到无限圆柱列振动时的流场分析中去,并从理论上证明了这类解存在的条件。将所得结果应用到计算无限圆柱列的附加质量中去,所得结果与文献[4]中的实验结果进行了比较,两者吻合良好,因此文中所给曲线可供设计应用。     

WAVE FORCE ON PIER GROUP

In the case of pier-group structures in offshore engineering construction, the calculation of wave forces on piers is quite complicated due to the wave scattering effect on the piers in group. In this paper, the diffraction problem of two piers with unequal diameters is studied and formulas for calculating wave forces on piers are given on the basis of MacCamy-Fuchs linear wave diffraction theory with a strict consideration on the phase difference between the piers in a pier-group.     

桩列透空堤的水动力计算

分析了平面渡与桩列透空堤的相互作用.根据对矩形桩列上力平衡原理和非线性流阻等水动力学特征分析,导出一组计算反射、传递系数和波浪荷载的理论公式.计算公式内所有参数均是已知的,用它们预测的结果与现有的试验数据很好吻合.     

透空管防波堤上的波浪力

对透空管组成的防波堤波浪反射、传递系数和堤上波浪力等水动力学特征进行研究.在对透空管非线性消耗波能机理分析基础上,采用一种简单的线性化方法,导出一组所有参数都是事先知道的、完全封闭的公式.波浪反射系数和堤上波压力与波浪力计算结果与试验吻合较好.