伊利诺斯州东北部选择年度超过概率的峰值放电分位数的估计

T. Over, R. Saito, Andrea G. Veilleux, J. Sharpe, D. Soong, A. L. Ishii
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引用次数: 3

摘要

本文基于伊利诺伊州东北部及其附近117个流域的年最大峰值流量数据,提供了两组方程,分别为0.50、0.20、0.10、0.04、0.02、0.01、0.005和0.002(重复周期分别为2、5、10、25、50、100、200和500年),估计了伊利诺伊州流域年超过概率(AEPs)峰值流量分位数。一组方程是通过使用两步最小二乘分位数回归技术进行时间分析得出的,该技术测量了研究中使用的流域城市化变化的平均影响。所得方程可用于调整城市化影响下的农村洪峰流量分位数,并用于调整研究流域2010年城市化条件下的年最大洪峰流量。另一组方程是通过空间分析得出的。该分析使用广义最小二乘回归将研究流域经城市化调整后的年最大峰值流量计算得到的峰值流量分位数与流域特征拟合。峰值流量分位数通过使用期望矩算法在去除由多重Grubbs-Beck测试定义的潜在影响的低洪水后计算。为了提高分位数的估计精度,我们建立了一个新的区域偏度模型,其中偏度随城市化土地利用比例的增加而增加。在空间分析中,作为解释变量的流域特征包括流域面积、已开发土地的比例、排水性差或可能含水的土地的比例,以及以流域起伏度与流域周长之比估算的流域坡度。本报告还提供了:(1)举例说明使用空间和城市化调整方程来估计未设限站点的峰值流量分位数,并改进设限站点及其附近的洪水分位数估计;(2)城市化调整后的181个流域的年最大峰值流量和峰值流量分位数估算,其中包括117个研究流域和64个研究区域内原本考虑用于研究但后来被认为是多余的流域。本研究中开发的城市化调整方程、空间回归方程和峰值流量分位数估计将在基于web的应用程序StreamStats中提供,该应用程序为用户选择的河流位置提供自动回归方程解决方案。通过流量表比较观测到的和城市化调整后的峰值流量记录的图表和表格可在http://dx.doi.org/10.3133/sir20165050下载。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Estimation of peak discharge quantiles for selected annual exceedance probabilities in northeastern Illinois
This report provides two sets of equations for estimating peak discharge quantiles at annual exceedance probabilities (AEPs) of 0.50, 0.20, 0.10, 0.04, 0.02, 0.01, 0.005, and 0.002 (recurrence intervals of 2, 5, 10, 25, 50, 100, 200, and 500 years, respectively) for watersheds in Illinois based on annual maximum peak discharge data from 117 watersheds in and near northeastern Illinois. One set of equations was developed through a temporal analysis with a two-step least squares-quantile regression technique that measures the average effect of changes in the urbanization of the watersheds used in the study. The resulting equations can be used to adjust rural peak discharge quantiles for the effect of urbanization, and in this study the equations also were used to adjust the annual maximum peak discharges from the study watersheds to 2010 urbanization conditions. The other set of equations was developed by a spatial analysis. This analysis used generalized least-squares regression to fit the peak discharge quantiles computed from the urbanization-adjusted annual maximum peak discharges from the study watersheds to drainage-basin characteristics. The peak discharge quantiles were computed by using the Expected Moments Algorithm following the removal of potentially influential low floods defined by a multiple Grubbs-Beck test. To improve the quantile estimates, generalized skew coefficients were obtained from a newly developed regional skew model in which the skew increases with the urbanized land use fraction. The drainage-basin characteristics used as explanatory variables in the spatial analysis include drainage area, the fraction of developed land, the fraction of land with poorly drained soils or likely water, and the basin slope estimated as the ratio of the basin relief to basin perimeter. This report also provides: (1) examples to illustrate the use of the spatial and urbanization-adjustment equations for estimating peak discharge quantiles at ungaged sites and to improve flood-quantile estimates at and near a gaged site; (2) the urbanization-adjusted annual maximum peak discharges and peak discharge quantile estimates at streamgages from 181 watersheds including the 117 study watersheds and 64 additional watersheds in the study region that were originally considered for use in the study but later deemed to be redundant. The urbanization-adjustment equations, spatial regression equations, and peak discharge quantile estimates developed in this study will be made available in the web-based application StreamStats, which provides automated regression-equation solutions for user-selected stream locations. Figures and tables comparing the observed and urbanization-adjusted peak discharge records by streamgage are provided at http://dx.doi.org/10.3133/sir20165050 for download.
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