2014
DOI: 10.1007/s11069-014-1493-9
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Flood risk modeling for optimal rice planning for delta region of Mahanadi river basin in India

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Cited by 43 publications
(20 citation statements)
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“…Five 3-parameter distributions, namely, generalized extreme value (GEV), generalized logistic (GLO), generalized normal (GNO), Pearson type-III (PE3), generalized pareto (GPA), and one 5-parameter distribution Wakeby (WAK) were employed. L-moments ratio diagrams were often used in conjunction with Z-dist statistics to identify the best fit distribution for a given sample (Kumar and Chatterjee, 2005;2011;Jena et al, 2014;Samantaray et al, 2015;Bisht et al, 2016). However, a sample can be fitted into more than one distribution in many cases, and in such cases Z-dist statistics is used to identify the best-fit distribution.…”
Section: Frequency Analysismentioning
confidence: 99%
See 1 more Smart Citation
“…Five 3-parameter distributions, namely, generalized extreme value (GEV), generalized logistic (GLO), generalized normal (GNO), Pearson type-III (PE3), generalized pareto (GPA), and one 5-parameter distribution Wakeby (WAK) were employed. L-moments ratio diagrams were often used in conjunction with Z-dist statistics to identify the best fit distribution for a given sample (Kumar and Chatterjee, 2005;2011;Jena et al, 2014;Samantaray et al, 2015;Bisht et al, 2016). However, a sample can be fitted into more than one distribution in many cases, and in such cases Z-dist statistics is used to identify the best-fit distribution.…”
Section: Frequency Analysismentioning
confidence: 99%
“…The best fit for a sample is identified if |Z-dist| statistic is sufficiently close to 0 and less than 1.64 (Kumar and Chatterjee, 2011). For cases, where none of the 3-parameter distribution show |Z-dist| < 1.64, a 5-parameter distribution, Wakeby, is employed for the robustness of analysis (Hosking and Wallis, 1997;Samantaray et al, 2015). Owing to a large number of grids in the present study, only Z-dist statistics were used.…”
Section: Frequency Analysismentioning
confidence: 99%
“…The depth-damage curve was used as a continuous function for crop loss assessment, where x-axis and y-axis represent flood depth and corresponding loss, respectively. Many studies used three to four depth classes and associated potential damage in crop loss assessment [47,[60][61][62]. Waisurasingha et al [30] and Pacetti et al [63] used 80 and 100 cm flood-depth threshold to determine crop damage.…”
Section: Flood-intensity-based Crop Loss Assessmentmentioning
confidence: 99%
“…Categorical flood duration expressed in the range of days was used in most case studies of this kind. The ranges of duration classes were varied from a single day to several days (a few weeks) depending on the crop types and seasonality [61,62,65,66]. Only a few studies utilized flow velocity in crop loss assessment (Table 1).…”
Section: Flood-intensity-based Crop Loss Assessmentmentioning
confidence: 99%
“…1 引言 随着我国城镇化快速发展,由于城市开发强度过 高,大量硬质铺装,改变了原有的自然生态本底和水 文特征。城市每逢遭遇高强度降雨时,大量降雨在短 时间内形成地表径流,大大增加了城市排水压力,经 常出现"城内看海"现象,"逢暴雨必涝"已成为中国城 市的真实写照。2010 年住房和城乡建设部对全国 351 个城市的抽样调查显示,仅 2008-2010 年就有 62%的 城市发生过不同程度的暴雨内涝 [1] 。 2013 年 3 月 25 日, 国务院办公厅正式发布了《国务院办公厅关于做好城 市排水防涝设施建设工作的通知(国办发[2013]23 号) 》 ;2013 年 6 月住房和城乡建设部颁布了《城市排 水 (雨水) 防涝综合规划编制大纲》 (以下简称 "大纲" ) 。 目前,城市内涝风险评估应用较多的方法有:历史灾 情数理统计法、指标体系法和水文水力学模型与仿真 模拟法。周魁一提出"历史模型"的概念,论述了基于 历史数据的历史模型方法和在灾害问题中的应用 [2] ; Hans de Model 利用荷兰 1990-2000 年以及未来 100 年 规划的空间地理信息分析了城市化对洪水产生的影响 [3] ;北美学者利用指标体系从国家、市级尺度对洪水 灾害风险进行了区划和评估 [4][5][6][7] ;杜鹃等从孕灾环境的 自然属性、承灾体的社会环境以及致灾因子的特点出 发,构建了洪水灾害综合风险评估指标体系,并将理 论成果运用在湘江流域风险评估中 [8] 。运用模型对城 市内涝风险进行评估在国内起步相对较晚:1970 年以 前主要运用基于物理机制的经验方程满足城市径流计 算的需要; 1970-1990 年相继将一些新的理论和方法引 入城市雨洪模型之中,使得雨洪模型应用于城市管网 汇流以及水质模型 [9][10] ;2000 年以后,模型与 GIS、 RS 等结合广泛,开始研究城市防洪调度以及内涝积水 的模拟与仿真 [11] 。大纲提出"在排水防涝设施普查的 基础上,推荐使用水力模型对城市现有雨水管网和泵 站等设施进行评估,分析实际排水能力","推荐使用 水力模型进行城市内涝风险评估"。目前,国外应用水 力模型进行城市内涝风险评估及排水系统相关规划设 计已较成熟 [12][13][14] ,国内应用模型辅助进行方案设计尚 处于研究阶段 [15][16][17] 。国际上用于评估城市内涝风险的 水力学模型有丹麦水利研究院(DHI)开发的 MIKE 系 列 模 型 [18][19]23] , 英 国 HR Wallingford 公 司 的 InfoWorks 系列模型 [14,[20][21][22] ,美国环境保护署(EPA) 开发的 SWMM 模型 [23][24] , 欧洲委员会联合研究中心开 发的 LISFLOOD 模型 [25][26]…”
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