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THE USE OF HISTORICAL FLOOD INFORMATION IN THE IOWA RIVER BASIN TO IMPROVE RISK ASSESSMENT

机译:在爱荷华州流域中使用历史洪水信息来改善风险评估

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摘要

Iowa River, a tributary of the Mississippi River, is one of the main sources of flood in the Iowa State. The timescale of gauging record without regulation at Iowa City is 56 years. The 1918 flood is the largest flood event in the gauged record. Flood frequency analysis, using gauged records only with Maximum likelihood estimation (MLE) and L-moment estimation methods (LME), place the 1918 event at a return period of around 100 years. However, a review of historical (pre-gauged) floods gives a different perspective. This paper demonstrates the value of augmenting a gauged river flow record with historical data for flood frequency analysis. The L-moment estimation method, considering historical floods is applied to the parameters of Generalized Extreme Value (GEV) distribution and Generalized Pareto (GPD) distribution. The result shows that incorporation of historical data into flood frequency analysis increases the reliability of risk assessment and ultimately provides a better basis for planning decisions. Meanwhile, comparison between Maximum likelihood estimation method and L-moment estimation method is also carried out. The results suggest these two methods are comparable to the time series in Iowa City.
机译:爱荷华河是密西西比河的支流,是爱荷华州的主要洪水来源之一。在爱荷华市,无监管记录的时间长度为56年。 1918年的洪水是有记录以来最大的洪水事件。洪水频率分析仅使用具有最大似然估计(MLE)和L矩估计方法(LME)的规范记录,将1918年事件的重现期定为大约100年。但是,对历史(预先测量的)洪水的回顾给出了不同的观点。本文展示了用历史数据来扩大测得的河流流量记录以进行洪水频率分析的价值。考虑历史洪水的L矩估计方法被应用于广义极值(GEV)分布和广义帕累托(GPD)分布的参数。结果表明,将历史数据纳入洪水频率分析可提高风险评估的可靠性,并最终为规划决策提供更好的基础。同时,还进行了最大似然估计方法和L矩估计方法之间的比较。结果表明这两种方法与爱荷华城的时间序列具有可比性。

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