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珊瑚岛礁孤立波爬坡的平面二维数值模拟研究 被引量:2

2DH numerical study of solitary wave runup around a reef-lined island
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摘要 为了探究岛屿周围珊瑚礁在抵御海啸灾害中的作用,采用激波捕捉类Boussinesq模型FUNWAVE-TVD,对孤立波在理想化三维岛礁地形上的传播及爬坡开展了现场尺度的平面二维数值模拟,分析了入射波高、礁坪水深、礁坪宽度、礁前斜坡坡度、礁后斜坡坡度、珊瑚礁糙率对岛屿四周孤立波爬高分布的影响。结果表明,珊瑚礁的存在总体上可有效降低岛屿四周孤立波的最大爬坡高度;入射波高、礁坪水深、礁坪宽度、珊瑚礁糙率是影响珊瑚岛礁四周孤立波爬坡分布的主要因素,岛礁四周最大爬坡高度会随入射波高和礁坪水深的增大、礁坪宽度和珊瑚礁糙率的减小而不断增大;当礁坪水深增大到一定程度时,珊瑚礁主要会对岛屿背浪面的爬高失去影响,而当礁坪宽度和珊瑚礁糙率减小至一定程度时,会出现岛礁四周最大爬高高于无珊瑚礁时爬高的现象;礁后斜坡的变缓会使岛礁周围的最大爬高有所减小,而礁前斜坡坡度对珊瑚岛礁周围的最大爬高几乎没有影响。 In order to investigate the role of coral reefs around an island in the mitigation of tsunami hazards,solitary wave propagation and runup around an idealized reef-lined island was modelled using the shock-capturing Boussinesq model,FUNWAVE-TVD.The influences of the incident wave height,reef flat water depth,reef flat width,fore-reef slope angle,back-reef slope angle and reef roughness on the run-up distribution around the island were investigated respectively.The results show that in general,the existence of coral reefs can effectively reduce the maximum solitary wave runup height around the island.The incident wave height,reef flat water depth,reef flat width and reef roughness are the main factors affecting the distribution of solitary wave runup around the reef-fringed island.The maximum runup heights around the reef-fringed island increase with the increase of incident wave height and reef flat water depth and the decrease of reef flat width and coral reef roughness.When the reef flat water depth increases to a certain level,coral reefs will mainly lose their influence on the runup in the back of the island.When the reef flat width and the reef roughness are reduced to a certain level,the maximum runup heights around the reef-fringed island can be higher than that around the island without fringing reefs.The maximum runup around the island will decrease a little as the back-reef slope becomes gentle,while the fore-reef slope has little effect on the maximum runup height around the island.
作者 刘林平 刘维杰 孙志林 LIU Linping;LIU Weijie;SUN Zhilin(Ocean College,Zhejiang University,Zhoushan 316021,China;State Key Laboratory of Hydrology-Water Resources and Hydraulic Engineering,Nanjing Hydraulic Research Institute,Nanjing 210029,China)
出处 《海洋工程》 CSCD 北大核心 2021年第4期96-103,共8页 The Ocean Engineering
基金 浙江省自然科学基金探索项目(LY21E090007) 国家自然科学基金(51809234) 水文水资源与水利工程科学国家重点实验室“一带一路”水与可持续发展科技基金(2019nkms03)。
关键词 珊瑚岛礁 孤立波 最大爬高 礁坪水深 礁坪宽度 海啸 reef-lined island solitary wave maximum runup height reef flat water depth reef flat width tsunami
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  • 1YAO Y, HUANG Z H, MONISMITH S G, et al. DH Bouss- inesq modeling of wave transformation over fringing reefs[ J]. Ocean Engineering, 2012, 47 : 30-42.
  • 2ROBER V. Boussinesq-type model for nearshore wave proces- ses [ D ]. Honolulu : University of Hawaii at Manoa, 2010:47- 122.
  • 3HUBBARD M E, DODD N. A 2D numerical model of wave runup and overtopping [ J ]. Coastal Engineering, 2002, 47 : 1- 26.
  • 4LIANG Q, DU G Z. Flood inundation modeling with an adap- tive quadtree grid shallow water equation solver [ J ]. Journal of Hydranlic Engineering, 2008, 134(1): 1603-1610.
  • 5TORO E F. Riemann solvers and numerical methods for fluid dynamics : a practical introduction [ M ]. New York : Springer Press, 2009:413-578.
  • 6KIRBY J T. Boussinesq models and applications to nearshore wave propagation, surfzone processes and wave-induced cur- rents [ M ]. New York : Elsevier Science, 2002 : 1-41.
  • 7WEI G, KIRBY J T, GRILLI S T, et al. Full nonlinear Boussinesq model for surface waves. I: Highly nonlinear, un- steady waves I J]. Journal of Fluid Mechanics, 1995(294): 71-92.
  • 8SHI F Y, KIRBY J T, HARRIS J C, et al. A higher-order a- daptive time-stepping TVD solver for Boussinesq modeling of breaking waves and coastal inundation [ J ]. Ocean Modelling, 2012, 43/44:36-51.
  • 9LYNETY J. Nearshore wave modeling with higher-order Boussinesq-type equations [ J ]. Journal of Waterway, Port, Coastal, and Ocean Engineering, 2006, 132: 348-357.
  • 10ERDURAN K S. Further application of hybrid solution to another form of Boussinesq equations and comparisons [ J ]. International Journal for Numerical Methods in Fluids, 2007, 53: 827-849.

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