The Effects of Calibration Parameters in Muskingum Models on Flood Prediction Accuracy

O. Alabi, Abigail Olaoluwa, S. Sedara
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Abstract

Attenuation, time lag, outflow peak and storage are very essential factors required in flood risk prediction and flood pattern. However, the accurate prediction strongly depends on appropriate calibration of routine parameters of the model, such as weighting factor (x) and storage time constant (K). The weighting factor being used to determine storage time constant has not been given consideration in the previous studies and this could have led to inaccurate prediction in the past. In this work, a set of data obtained from an ungauged Awara river in Ondo State, Nigeria were used to test the effects of a weighting factor, x at levels ranging from 0.1-0.5 at interval of 0.1. The Muskingum model was used to obtain the storage and weighted discharge storage. It was observed that the correlation coefficient (R2) decreases with an increase in the weighting factor (x). This implies that there is a strong relationship between storage and weighted discharge storage at 0.1-0.3 levels of x while, the relationship is fair at 0.4-0.5 levels. It is therefore appropriate to choose a value of x ranging between 0.1 and 0.3 for attenuation prediction, while values of x ranging between 0.4 and 0.5 would be appropriate for accurate prediction of both outflow peak and storage.
Muskingum模型标定参数对洪水预报精度的影响
衰减、时滞、出洪峰和蓄水量是洪水风险预测和洪水模式预测中必不可少的因素。然而,准确的预测很大程度上依赖于对模型常规参数的适当校准,如加权因子(x)和存储时间常数(K)。以往的研究没有考虑用于确定存储时间常数的加权因子,这可能导致过去的预测不准确。在这项工作中,从尼日利亚翁多州的一条未测量的阿瓦拉河获得的一组数据被用来测试加权因子x在0.1-0.5区间内的影响。采用Muskingum模型计算了蓄水量和加权放电蓄水量。随着权重因子x的增大,相关系数R2减小,说明在x的0.1 ~ 0.3水平上,库存量与加权放电库存量之间存在较强的关系,而在0.4 ~ 0.5水平上,关系一般。因此,选择0.1 - 0.3之间的x值进行衰减预测是合适的,而选择0.4 - 0.5之间的x值则适合准确预测流出峰和存储。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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