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An Example of the Impact that Filled-In Peakflow Data Can Have on Flood Frequency Analysis

机译:填充峰值流量数据可能对洪水频率分析产生影响的示例

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Missing peakflow data can be caused by a variety of reasons, for example, changes in funding priorities, relocation of stations, equipment failure, and, severe and unknown channel shape changes. Missing annual peakflow data for five gauging stations in the Santa Clara River Watershed (Ventura and Los Angeles Counties, CA) were filled-in using artificial neural network techniques. The most common record period for stations in this watershed was 73 yrs (1933-2005). The least missing peakflow data for a studied station was 16 and the most was 42. Flood frequency curves were developed using the Log-Pearson Type III method accounting for the weighted skew. A comparison between flood frequency curves using the existing data, and the existing data plus the filled-in data was performed. The smallest and largest changes caused by the filled-in data on predicted peakflows with return periods of 2, 5, 10, 25, 50, 100 and 200 yr on average were 0% and 92%, respectfully. The gauging station with the largest watershed (Santa Clara River at Montalvo, just upstream of the Pacific Ocean) had 18 missing peakflow values. Seventeen of the missing values were close together and early in the record (between 1933 and 1955). Including the filled-in data consistently reduced the flood frequency values entirely across the return period range from 2 to 200 yr. Filling in peakflow data can have a considerable impact on flood frequency curves.
机译:缺少峰流数据可能是由于各种原因引起的,例如,资金优先级的变化,站,设备故障,以及严重和未知的沟道形状变化。使用人工神经网络技术填写了Santa Clara River Hatershed(Ventura和洛杉矶县,CA)的五个测量站的年度峰流数据。该流域中最常见的记录期为73 YRS(1933-2005)。研究的最少缺少研究的电台的峰流数据为16,最多是42.使用Log-Pearson III方法占加权歪斜的Log-Pearson III方法开发了洪水频率曲线。使用现有数据进行泛频曲线与现有数据加上填充数据的比较。由填充数据的最小和最大的变化导致预测峰流的数据,其返回周期为2,5,10,25,50,100和平均为200年的0%和92%。衡量站有最大的流域(蒙塔尔沃的Santa Clara River,在太平洋上游)有18个缺失的峰流量值。缺失值的十七个缺失在一起,在记录中(1933年至1955年之间)。包括填写的数据一致地将洪频值完全减少到返回周期范围为2到200年。填充峰流数据可以对洪水频率曲线具有相当大的影响。

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