THE COUNTERMEASURES FOR FLOOD MITIGATION EVALUATED BY 1D AND 2D COUPLED MODELS

被引:0
|
作者
Niroshinie, M. A. C. [1 ]
Nihei, Yasuo [1 ]
Ohtsuki, Kazuaki [1 ]
Okada, Shoji [2 ]
机构
[1] Tokyo Univ Sci, Dept Civil Engn, 2641,Yamasaki, Noda, Chiba 2788510, Japan
[2] Kochi Natl Coll Technol, Dept Civil Engn, 200-1,Monobe Otsu, Nankoku, Kochi, Japan
关键词
D O I
暂无
中图分类号
X [环境科学、安全科学];
学科分类号
08 ; 0830 ;
摘要
The development of numerical models to simulate the real time situations is important to find possible solutions for natural disasters. Numerical models can also evaluate the effectiveness of the possible solutions by analyzing various scenarios. Coupled 1D and 2D hydraulic models play a significant role in analyzing flooding problems. Kubokawa, Japan had undergone flooding in 2014. We developed a detailed flood inundation model incorporating the available pumps, flood gates and other components in order to analyze possible countermeasures for mitigation of floods in the future. The model includes rainfall runoff models, a 1D river model and a 2D river basin model. The developed model was verified using field observation data of high water levels in the river and the inundations of the area. The results from the numerical model and field survey data indicate that the main causes for the flooding are the bathymetry of the area (i.e., the low lying areas in the surrounding high elevations) and the flow from the surrounding mountain. It was also found that the river has not overflowed. In this study, several countermeasures were identified to potentially mitigate future flooding. They include constructions of two retention ponds and a bypass channel for the inflow from surrounding mountain area. This paper summarizes the development of numerical model and the analysis performed to evaluate the effectiveness of such flood mitigation measures.
引用
收藏
页数:4
相关论文
共 50 条
  • [21] Variance based sensitivity analysis of 1D and 2D hydraulic models: An experimental urban flood case
    Chen, S.
    Garambois, P-A
    Finaud-Guyot, P.
    Dellinger, G.
    Mose, R.
    Terfous, A.
    Ghenaim, A.
    ENVIRONMENTAL MODELLING & SOFTWARE, 2018, 109 : 167 - 181
  • [22] Optimizing the Performance of Coupled 1D/2D Hydrodynamic Models for Early Warning of Flash Floods
    Mitsopoulos, Georgios
    Panagiotatou, Elpida
    Sant, Vasiliki
    Baltas, Evangelos
    Diakakis, Michalis
    Lekkas, Efthymios
    Stamou, Anastasios
    WATER, 2022, 14 (15)
  • [23] Flood hazard assessment with multiparameter approach derived from coupled 1D and 2D hydrodynamic flow model
    Pankaj Mani
    Chandranath Chatterjee
    Rakesh Kumar
    Natural Hazards, 2014, 70 : 1553 - 1574
  • [24] Multiple scenario analyses of Huangpu River flooding using a 1D/2D coupled flood inundation model
    Jie Yin
    Dapeng Yu
    Zhane Yin
    Jun Wang
    Shiyuan Xu
    Natural Hazards, 2013, 66 : 577 - 589
  • [25] Multiple scenario analyses of Huangpu River flooding using a 1D/2D coupled flood inundation model
    Yin, Jie
    Yu, Dapeng
    Yin, Zhane
    Wang, Jun
    Xu, Shiyuan
    NATURAL HAZARDS, 2013, 66 (02) : 577 - 589
  • [26] Flood hazard assessment with multiparameter approach derived from coupled 1D and 2D hydrodynamic flow model
    Mani, Pankaj
    Chatterjee, Chandranath
    Kumar, Rakesh
    NATURAL HAZARDS, 2014, 70 (02) : 1553 - 1574
  • [27] Variation of uncertainty of drainage density in flood hazard mapping assessment with coupled 1D–2D hydrodynamics model
    Song-Yue Yang
    Che-Hao Chang
    Chih-Tsung Hsu
    Shiang-Jen Wu
    Natural Hazards, 2022, 111 : 2297 - 2315
  • [28] Analysis of Flood Storage Area Operations in Huai River Using 1D and 2D River Simulation Models Coupled with Global Optimization Algorithms
    Jonoski, Andreja
    Popescu, Ioana
    Zhe, Sun
    Mu, Yuhan
    He, Yiqing
    GEOSCIENCES, 2019, 9 (12)
  • [29] Coupling of 1D and 2D models for river flow modelling
    Finaud-Guyot, Pascal
    Delenne, Carole
    Guinot, Vincent
    HOUILLE BLANCHE-REVUE INTERNATIONALE DE L EAU, 2011, (03): : 23 - 28
  • [30] 2D versus 1D models for Shallow Water Equations
    Vila, Jean Paul
    Chazel, Florent
    Noble, Pascal
    24TH INTERNATIONAL CONGRESS OF THEORETICAL AND APPLIED MECHANICS - FOUNDATION OF MULTIDISCIPLINARY RESEARCH, 2017, 20 : 167 - 174