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A Bayesian Approach to Incorporate Imprecise Information on Hydraulic Knowledge in a River Reach and Assess Prediction Uncertainties in Streamflow Data

机译:一种贝叶斯方法,将不精确的信息纳入河流中的水力知识并评估流数据中的预测不确定性

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Daily streamflow records are the basis for many water resources related studies and are almost always taken as free of error. However, streamflow data are not actually measured in the field, but estimated based on daily measurements of water level in conjunction with the rating curve. As the rating curve is only an approximation of the real relationship between water levels and discharge values, daily streamflow data contain uncertainties. The quantitative assessment of these uncertainties is important to obtain a more realistic description of the uncertainties in many water resources related studies. Bayesian inference is very attractive in this case because it can easily incorporate the often imprecise knowledge available on the hydraulic behavior of the river into the analysis, providing a natural way to not only evaluate the uncertainties in the streamflow sample, but also to consider these uncertainties in the estimated hydrologic variable of interest, such as flood quantiles, reservoir yield, water quality parameters, etc. This paper presents a fully Bayesian model capable of incorporating imprecise knowledge on the hydraulic behavior of the river, when available, to estimate the uncertainties in the daily streamflow data. The method was applied to a gauge station in the Madeira River with an abundance of hydrologic knowledge and gauging data, providing an opportunity to understand how prior knowledge on the hydraulics of the river reach, and the amount of measurement data affects uncertainties in the predicted streamflow data.
机译:日常流式记录是许多水资源相关研究的基础,几乎总是没有错误。然而,流出数据实际上不是在该字段中测量的,而是基于与评级曲线结合的水位的日常测量来估计。随着评级曲线仅是水位与放电值之间实际关系的近似,日常流流数据包含不确定性。这些不确定性的定量评估对于获得许多水资源相关研究中的不确定性的更现实描述是重要的。贝叶斯推理在这种情况下非常有吸引力,因为它可以轻松地将河流水力行为的经常更正的知识纳入分析,提供自然的方式,不仅可以评估流出样本中的不确定性,还要考虑这些不确定性在估计的利益水文变量,如洪水量,储层产量,水质参数等。本文介绍了一个完全贝叶斯模型,能够在可用时纳入对河流的液压行为的不精确知识来估算不确定性每日流流数据。将该方法应用于马德拉河中的仪表站,具有丰富的水文知识和测量数据,提供了理解河流达到液压的知识的机会,以及测量数据的量影响预测的流流中的不确定性数据。

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