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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

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【作者】 冯卫兵邵东王明明张俞

【Author】 FENG Weibing;SHAO Dong;WANG Mingming;ZHANG Yu;College of Harbor,Coastal and Offshore Engineering,Hohai University;Institute of Coastal Resources and Environment,Hohai University;Nanjing Hydraulic Research Institute;

【机构】 河海大学港口海岸和近海工程学院海岸带资源与环境研究所南京水利科学研究院

【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.

【基金】 国家自然科学基金资助项目(51279055)
  • 【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
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