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溃坝洪水演进的数值模拟 被引量:4

Numerical simulations of dam-broken flood routing
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摘要 开发了溃坝洪水演进数值模型,对模型控制方程采用有限体积法进行空间离散,采用具有总变差减小特性的MacCormack预测-校正格式进行时间离散.采用非规则局部不连续网格划分计算区域,增强了模型对复杂地形的适应能力;具有总变差减小特性的数值格式使模型具备了强大的间断波捕捉能力,并消除了模型稳定性对人工黏性的依赖;基于单元属性与基于界面属性的动边界处理技术使模型能合理地模拟非恒定性强、干湿变动剧烈的水陆边界.实际算例表明:模型在强非恒定流状态下具有稳定性及守恒性,可作为溃坝洪水预报及其灾害防范的有力工具. Numerical model was established to simulate dam-broken flood routing.Finite volume method was adopted to discretize control formulas in space,and TVD(total variation diminishing)MacCormack prediction-correction format was adopted to achieve time discretization.Irregular and partially discontinuous mesh was used to partition the study area,thus the adaptability of the model to complicated terrain was enhanced.TVD feature of the scheme made the model possess strong discontinuity wave capturing ability.Equipped with dynamic boundary treatment technology based on unit attribution and interface attribution,the model could simulate water land interface rationally,which was very unsteady and involves strong dry-wet alteration.The model performs good stability and conservation in the simulation of prototype flood routing under the strong unsteady condition,which can be used as an effective tool for dam break flood forecast and disaster precaution.
出处 《华中科技大学学报(自然科学版)》 EI CAS CSCD 北大核心 2012年第7期34-37,共4页 Journal of Huazhong University of Science and Technology(Natural Science Edition)
基金 国家自然科学基金资助项目(11172218) 武汉市学科带头人计划项目(201150530140)
关键词 溃坝洪水 数值模拟 有限体积 总变差减小 预测-校正 dam-broken flood numerical simulation finite volume method total variation diminishing prediction-correction
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  • 1匡尚富.天然坝溃决的泥石流形成机理及其数学模型[J].泥沙研究,1993,19(4):42-57. 被引量:26
  • 2史宏达,刘臻.溃坝水流数值模拟研究进展[J].水科学进展,2006,17(1):129-135. 被引量:47
  • 3王立辉,胡四一.溃坝问题研究综述[J].水利水电科技进展,2007,27(1):80-85. 被引量:57
  • 4FRACCAROLLO L,TORO E F.Experimental and numerical assessment of the shallow water model for two-dimensional dam-break type problems[J].IAHR Journal of Hydraulic Research,1995,33(6):843-864.
  • 5BRADFORD S F,SANDERS B F.Finite-volume model for shallow water flooding of arbitrary topography[J].ASCE Journal of Hydraulic Engineering,2002,128(3):289-298.
  • 6ZHOU J G,CAUSON D M,MINGHAM C G,et al.Numerical prediction of dam-break flows in general geometries with complex bed topography[J].ASCE Journal of Hydraulic Engineering,2004,130(4):332-340.
  • 7YOON T H,KANG S K.Finite volume model for two-dimensional shallow water flows on unstructured grids[J].ASCE Journal of Hydraulic Engineering,2004,130(7):678-688.
  • 8LIAO C B.wu M S,LIANG S J.Numerical simulation of a dam break for an actual river terrain environment[J].Hydrological Processes.2007.21:447460.
  • 9ZHAO D H,SHEN H W,LAI J S,et al.Approximate Riemann solvers in FVM for 2D hydraulic shock wave modelling[J].ASCE Journal of Hydraulical Engineering,1996,122(12):692-702.
  • 10BRUFAU P,GARCIA-NAVARRO P,VAZQUEZ-CENDON M E.Zero mass error using unsteady wetting-drying conditions in shallow flows over dry irregular topography[J].International Journal for Numerical Methods in Fluids,2004,45:1047-1082.

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