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首页> 外文期刊>Journal of Hydrology >Multi-source error correction for flood forecasting based on dynamic system response curve method
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Multi-source error correction for flood forecasting based on dynamic system response curve method

机译:基于动态系统响应曲线法的洪水预测多源纠错

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摘要

Real-time correction is the key to reducing hydrological forecasting errors. Methods of real-time correction can be classified into terminal error correction (TEC) and process error correction (PEC) methods. A state-of-the-art PEC method is the dynamic system response curve (DSRC) method which has been developed to improve flood forecasting, but its underlying assumption of error source limits the correction accuracy. This study developed a multi-source error DSRC method (MSE-DSRC) to partition the total error of forecast discharge into input-caused error and model-caused error. Based on the known quantitative relationship between rain gauge density and error division ratio, two different sources of error are corrected simultaneously. A synthetic case study was done to evaluate the ability of the MSE-DSRC method to correct the variables and parameters of the hydrological model (XAJ model). The MSE-DSRC method was found to overcome the limitations of the traditional DSRC method and have a high accuracy indexed with the Nash-Sutcliffe (NS) efficiency increasing above 0.9. Then, real case studies in three basins of the Huaihe River (China) demonstrated that the MSE-DSRC method achieved higher accuracy and stability than did the traditional DSRC method and can be easily applied in practice, with the average improvement of NS above 50%. Overall, the error division of the MSE-DSRC method opens the possibility for multi-variable updating and multi-source error correction, which may further improve the accuracy of flood forecasting.
机译:实时校正是减少水文预报误差的关键。实时校正方法可分为终端误差校正(TEC)和过程误差校正(PEC)方法。一种最先进的PEC方法是动态系统响应曲线(DSRC)方法,该方法已被开发用于改进洪水预报,但其潜在的误差源假设限制了校正精度。本研究开发了一种多源误差DSRC方法(MSE-DSRC),将预测流量的总误差划分为输入引起的误差和模型引起的误差。根据已知的雨量计密度和误差分割率之间的定量关系,同时校正两个不同的误差源。进行了综合案例研究,以评估MSE-DSRC方法修正水文模型(XAJ模型)变量和参数的能力。MSE-DSRC方法克服了传统DSRC方法的局限性,具有较高的精度,纳什-萨特克利夫(NS)效率提高到0.9以上。然后,在中国淮河三个流域的实际案例研究表明,MSE-DSRC方法比传统DSRC方法具有更高的精度和稳定性,并且易于在实践中应用,NS的平均改善率超过50%。总的来说,MSE-DSRC方法的误差划分为多变量更新和多源误差校正提供了可能性,这可能进一步提高洪水预报的准确性。

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