Two-Layer Non-Hydrostatic Model for Generation and Propagation of Interfacial Waves

被引:0
|
作者
S. R. Pudjaprasetya
I. Magdalena
机构
[1] Institut Teknologi Bandung,Industrial and Financial Mathematics Research Group, Faculty of Mathematics and Natural Sciences
来源
China Ocean Engineering | 2019年 / 33卷
关键词
interfacial waves; two-layer non-hydrostatic model; dispersion relation;
D O I
暂无
中图分类号
学科分类号
摘要
When pycnocline thickness of ocean density is relatively small, density stratification can be well represented as a two-layer system. In this article, a depth integrated model of the two-layer fluid with constant density is considered, and a variant of the edge-based non-hydrostatic numerical scheme is formulated. The resulting scheme is very efficient since it resolves the vertical fluid depth only in two layers. Despite using just two layers, the numerical dispersion is shown to agree with the analytical dispersion curves over a wide range of kd, where k is the wave number and d the water depth. The scheme was tested by simulating an interfacial solitary wave propagating over a flat bottom, as well as over a bottom step. On a laboratory scale, the formation of an interfacial wave is simulated, which also shows the interaction of wave with a triangular bathymetry. Then, a case study using the Lombok Strait topography is discussed, and the results show the development of an interfacial wave due to a strong current passing through a sill.
引用
收藏
页码:65 / 72
页数:7
相关论文
共 50 条
  • [21] Linear and nonlinear properties of reduced two-layer models for non-hydrostatic free-surface flow
    Bai, Yefei
    Cheung, Kwok Fai
    OCEAN MODELLING, 2016, 107 : 64 - 81
  • [22] Internal Wave Generation in a Non-Hydrostatic Wave Model
    Vasarmidis, Panagiotis
    Stratigaki, Vasiliki
    Suzuki, Tomohiro
    Zijlema, Marcel
    Troch, Peter
    WATER, 2019, 11 (05)
  • [23] Non-hydrostatic Galerkin Model with Quadratic Pressure for Wave Propagation
    Calvo, Lucas
    De Padova, Diana
    Mossa, Michele
    PROCEEDINGS OF THE 39TH IAHR WORLD CONGRESS, 2022, : 4140 - 4147
  • [24] NON-HYDROSTATIC MESOSCALE MODEL
    TAPP, MC
    WHITE, PW
    QUARTERLY JOURNAL OF THE ROYAL METEOROLOGICAL SOCIETY, 1976, 102 (432) : 277 - 296
  • [25] Propagation and localization of Rossby waves over random topography (two-layer model)
    Klyatskin, VI
    Gryanik, NV
    Gurarie, D
    WAVE MOTION, 1998, 28 (04) : 333 - 352
  • [26] Modeling of waves overtopping and flooding in the coastal reach by a non-hydrostatic model
    Zhang, Jingxin
    Liu, Hua
    IUTAM SYMPOSIUM ON STORM SURGE MODELLING AND FORECASTING, 2017, 25 : 126 - 130
  • [27] A non-hydrostatic model for the numerical study of landslide-generated waves
    Pengfei Si
    Jordan Aaron
    Scott McDougall
    Ji Lu
    Xiping Yu
    Nicholas J. Roberts
    John J. Clague
    Landslides, 2018, 15 : 711 - 726
  • [28] A non-hydrostatic model for the numerical study of landslide-generated waves
    Si, Pengfei
    Aaron, Jordan
    McDougall, Scott
    Lu, Ji
    Yu, Xiping
    Roberts, Nicholas J.
    Clague, John J.
    LANDSLIDES, 2018, 15 (04) : 711 - 726
  • [29] An efficient curvilinear non-hydrostatic model for simulating surface water waves
    Choi, Doo Yong
    Wu, Chin H.
    Young, Chih-Chieh
    INTERNATIONAL JOURNAL FOR NUMERICAL METHODS IN FLUIDS, 2011, 66 (09) : 1093 - 1115
  • [30] Interfacial long waves in two-layer shear flows: Model equations in the light of experiments
    Barthelet, P
    Charru, F
    ADVANCES IN MULTI-FLUID FLOWS, 1996, : 13 - 32