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高阶非线性完全频散性波浪数值模型及应用
The numerical application of a high-order nonlinear and fully dispersive wave model
【摘要】 为更精确地模拟强非线性完全频散性波浪的传播,采用长波上非线性重力表面波传播高阶数学模型,综合参考此模式已有的研究成果,建立了一个高达五阶的完全频散性非线性数值模型。应用该五阶模式对斜坡地形、潜堤地形及正弦沙链地形进行模拟计算,并与已有的实验资料进行对比,结果显示五阶模式较低阶模式模拟结果的精度上有了明显提高,模拟波形与实验结果吻合度良好,证明高阶模式更适用于高频散高非线性波浪传播的数值模拟。
【Abstract】 For the purpose of a more accurate description of the propagation of waves with a strongly non-linear and fully dispersive nature,a high order and fully dispersive nonlinear wave propagation model is used in enhancing the precision,so that a 5th-order,fully dispersive and strongly non-linear numerical model is realized.By applying the 5th-order model to the calculation for a uniform sloping bottom,a submerged breakwater and a sinusoidally varying topography,it has been observed that the accuracy has been significantly improved with a better correspondence of the form of the wave to experimental data,which illustrates that the 5th-order model is more suitable for the simulation of the propagation of fully dispersive and strongly non-linear waves.
【Key words】 fully dispersive; wave propagation; sloping bottom; submerged breakwater; 5th-order model;
- 【文献出处】 海洋工程 ,The Ocean Engineering , 编辑部邮箱 ,2015年01期
- 【分类号】P731.2
- 【下载频次】11