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任意多边形网格2D FVM模型及其在城市洪水淹没中的应用

2D FVM Model Based on an Arbitrary Polygonal Mesh System for the Simulation of Flood Inundation and Its Application in Municipal Regions

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【作者】 张新华隆文非谢和平王江平朱家骅

【Author】 ZHANG Xin-hua1,LONG Wen-fei2,XIE He-ping3,WANG Jiang-ping4,ZHU Jia-hua5 (1.State Key Lab.of Hydraulics and Mountain River Engin.,Sichuan Univ.,Chengdu 610065,China; 2.Agriculture and Irrigation Bureau of Sichuan Province,Chengdu 610031,China; 3.School of Water Resources and Hydropower,Sichuan Univ.,Chengdu 610065,China; 4.Guizhou Hongfu Industry and Commerce Development Co.Ltd.,Fuquan 550501, China; 5.School of Chem.Eng.,Sichuan Univ.,Chengdu 610065,China)

【机构】 四川大学水力学与山区河流开发保护国家重点实验室四川省农田水利局四川大学水电学院贵州宏福实业开发有限总公司四川大学化工学院 四川成都610065四川成都610031四川成都610065贵州福泉550501

【摘要】 为了减轻城市因溃堤、水库溃坝、或超标洪水而引起的巨大财产损失与人员伤亡,准确模拟计算这类洪水的时空演进规律就显得特别重要。然而,城市区域内的各类构筑物常因形态各异、边界复杂,计算中如何考虑其影响成为研究者必须面对的一大问题。为此,基于二维浅水波方程,提出了任意多边形网格有限体积离散的洪水模拟模型。通过在日本富士川流域内甲府盆地的实际应用,验证了该数值模拟模型,结果也表明:该模型运行可靠、精度较高、能更好地反映洪水波的运动特性,更适合评价城市洪水风险与损失、研制防洪风险图、预警系统和应急预案。

【Abstract】 In order to mitigate the loss of live and property in a municipal region due to a dyke-break or dam-break or extremely large flood,it is very important to accurately simulate the movements and distributions of flood in both the temporal and the spatial domains.However,irregular structures and complex inner and outer boundaries within a municipal region can make the simulation complicated.Therefore,a 2D FVM flood simulation model based on arbitrary polygonal mesh system to discretize the 2D shallow water equations is proposed.The numerical simulation model is validated through its application in the Fuji River basin of the central Japan.Results indicate that the simulation model is stable,accurate and easy to capture the properties of flooding waves,and that the model is also suitable for the assessment of flood risks and losses in municipal regions,for the development of hazard maps,flood warning systems and emergency plans.

  • 【文献出处】 四川大学学报(工程科学版) ,Journal of Sichuan University(Engineering Science Edition) , 编辑部邮箱 ,2007年04期
  • 【分类号】TV122;TU998.4
  • 【被引频次】32
  • 【下载频次】460
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