建立Nash模型参数与流域地形特征之间的经验关系,用于直接径流过程线的预测

Q3 Environmental Science
Khalid Mahmoud Khidir
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引用次数: 0

摘要

许多流域记录的降雨径流数据有限,限制了水资源不同活动的开发和管理。为了克服这一局限性,利用MATLAB开发的计算机程序,将自然资源保护局(NRCS)估算暴雨超雨量和动量的方法与优化方法结合在一个数学模型中,估算纳什瞬时单位线(IUH)和直接径流线(DRH)的最优参数。在校正阶段应用了伊拉克北部四个流域的14次风暴(18次中的14次)的现有记录数据。每个IUH优化参数的平均值(根据应用试验作为优化方法获得)与有效流域地形特征之间建立了经验关系。在验证阶段,利用所建立的经验关系对验证风暴的IUH参数和DRH进行估计,并与Haan经验关系和优化方法的结果进行比较。统计检验表明,开发的经验关系效率优于Haan方法,且与优化方法记录的风暴效率接近,其中,应用优化方法、Haan方法和开发的经验关系得到的四个流域的纳什-苏特克里夫效率平均值分别为0.925、0.587和0.883。结果表明,开发的模型能够估计伊拉克北部未测量流域的IUH和直接径流线。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Developing an Empirical Relations between Nash Model Parameters and Watersheds Topographical Characteristics for Predicting Direct Runoff Hydrograph
The limited availability of the recorded rainfall-runoff data for many watersheds restricts the development and management of different activities of water resources. To overcome this limitation, the Natural Resources Conservation Service (NRCS) for estimating storm excess rainfall and momentum and optimization methods were combined in a mathematical model to estimate the optimal parameters of Nash Instantaneous unit hydrograph (IUH) and resulting direct runoff hydrograph (DRH), using a developed computer program in MATLAB. The available recorded data of 14 storms (out of 18) of four watersheds in northern Iraq have been applied in the calibration stage. An empirical relationship was developed between the average of each IUH optimal parameter (obtained by optimization as an optimal method according to the applied tests) and the effective watershed topographical characteristics. The developed empirical relations were used in the verification stage to estimate the IUH parameters and DRH for the verification storms and compare with that resulted from Haan’s empirical relations and optimization method. The statistical tests showed that the developed empirical relations efficiency was better than that of Haan’s method and close to that of the recorded storm by optimization method, where the average value of the Nash-Sutcliffe Efficiency for the four watersheds resulted from applying the optimization method, Haan’s method and the developed empirical relations were 0.925, 0.587, 0.883 respectively. The results indicated the developed model’s ability to estimate the IUH and direct runoff hydrograph for ungauged watersheds in northern Iraq.    
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来源期刊
CiteScore
1.50
自引率
0.00%
发文量
56
审稿时长
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