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AN OBJECTWE TEST FOR HYDROLOGIC SCALE1

机译:一个对象我们测试水文尺度1

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ABSTRACT:Improving the reliability of parametric hydrologic models (sometimes called cenceptual rainfall‐runoff models) in the continuous simulation of runoff from ungaged catchments has been frustrated by difficulties in estimating model parameters from catchment characteristics. An underlying problem is that these models use parameters to represent catchments as a whole, whereas data on catchment characteristics are collected at multiple field locations and are difficult to transform into one measure of collective impact. Subdividing the catchment and calibrating a stochastic parametric model to estimate distributions for the parameters that covered the range of observed streamflow values was found to improve the simulations. This paper presents an optimization of the amount of subdivision to use in simulation with a version of the Stanford Watershed Model using available climatological data. The calibration process assumes that catchment heterogeneity introduces errors that can be reduced by calibrating parameters as spatial distributions rather than single values. Calibrations for three diverse small gaged catchments located in California and in Virginia found the optimal number of subdivisions to range from 4 to 25 and the optimal scale to range from 0.3 to 2.1 mi
机译:摘要:由于难以从流域特征估计模型参数,提高参数水文模型(有时称为感知降雨-径流模型)在未形成流域径流的连续模拟中的可靠性受到挫折。一个潜在的问题是,这些模型使用参数来表示整个集水区,而关于集水区特征的数据是在多个现场地点收集的,很难转化为一种集体影响的衡量标准。发现对集水区进行细分并校准随机参数模型以估计覆盖观测到的流量值范围的参数的分布,以改善模拟。本文介绍了使用可用气候数据的斯坦福流域模型版本对模拟中使用的细分量进行优化。校准过程假设集水区异质性会引入误差,可以通过将参数校准为空间分布而不是单个值来减少这些误差。对位于加利福尼亚州和弗吉尼亚州的三个不同的小型集水区的校准发现,最佳细分数量范围为 4 至 25 英里,最佳比例范围为 0.3 至 2.1 英里

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