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Catchments as space-time filters – a joint spatio-temporal geostatistical analysis of runoff and precipitation

机译:流域作为时空过滤器–径流和降水联合时空地统计分析

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In this paper catchments are conceptualised as linear space-time filters.Catchment area A is interpreted as the spatial support and the catchmentresponse time T is interpreted as the temporal support of the runoffmeasurements. These two supports are related by T~Aκ whichembodies the space-time connections of the rainfall-runoff process from ageostatistical perspective. To test the framework, spatio-temporalvariograms are estimated from about 30 years of quarter hourly precipitationand runoff data from about 500 catchments in Austria. In a first step,spatio-temporal variogram models are fitted to the sample variograms forthree catchment size classes independently. In a second step, variograms arefitted to all three catchment size classes jointly by estimating theparameters of a point/instantaneous spatio-temporal variogram model andaggregating (regularising) it to the spatial and temporal scales of thecatchments. The exponential, Cressie-Huang and product-sum variogram modelsgive good fits to the sample variograms of runoff with dimensionless errorsranging from 0.02 to 0.03, and the model parameters are plausible. Thisindicates that the first order effects of the spatio-temporal variability ofrunoff are indeed captured by conceptualising catchments as linearspace-time filters. The scaling exponent κ is found to vary between 0.3 and0.4 for different variogram models.
机译:本文将集水区概念化为线性时空滤波器。集水区 A 被解释为空间支持,集水区响应时间 T 被解释为径流测量的时间支持。这两个支持与 T 〜 A κ有关,从年龄统计的角度体现了降雨径流过程的时空联系。为了测试该框架,时空变异图是根据大约30年的季度每小时降水量和奥地利约500个集水区的径流数据估算得出的。第一步,将时空变异函数模型分别拟合到三个集水区大小类别的样本变异函数。第二步,通过估算点/瞬时时空变异图模型的参数并将其聚集(调整)到汇水面积和时间尺度,将变异图拟合到所有三个流域规模类别。指数,Cressie-Huang和乘积和变异函数模型非常适合径流样本变异函数,无因次误差在0.02到0.03之间,并且模型参数是合理的。这表明径流的时空变化的一阶效应确实是通过将流域概念化为线性时空滤波器而捕获的。发现对于不同的变异函数模型,缩放指数κ在0.3到0.4之间变化。

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