基于已发表研究数据统计分析的城市非点源污染负荷预测及其可靠性评价——平均负荷统计分析及新数据对原有模型的验证与修正

N. Ozaki, K. Wada, M. Murakami, F. Nakajima, H. Furumai
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引用次数: 1

摘要

为了验证我们之前建立的预测城市污染物径流的统计模型,我们将新获得的径流数据与模型预测的数据进行了比较。先前提出的模型是使用代表地质、降雨和水文特征的参数的回归模型。目标污染物为COD、SS、TN和TP,并预测了每次降雨的事件平均浓度(EMCs)。通过比较,发现该模型能将电磁兼容预测到一个数量级。此外,仅从各指标所有数据的平均值和标准差来评估年平均EMC。对50次降雨事件的平均值的预测误差率在50%以内。此外,为了考虑不同流域之间可能存在的差异,将新获得的三个流域的EMC值与全国范围内的EMC值进行了统计比较。三个区域中有一个区域存在显著差异,从而强调了考虑集水区差异的重要性。在此基础上,从全国数据库中统计得出了检测平均EMC差异所需的特定流域径流样本数量。如果检测到数据库平均值的两倍以上或不到一半,则计算出该数字最多为10。最后,提出了基于广义线性混合模型的流域面积差异修正模型。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Prediction of Urban Non-point Pollution Load by Statistical Analysis of Data of Published Research and Its Reliability Evaluation –Statistical Analysis of Mean Load and Verification and Modification of Previously Proposed Model Using Newly Obtained Data–
To verify a statistical model for predicting urban pollutant runoff developed in our previous research, newly obtained runoff data were compared with those predicted by the model. The proposed model previously was a regression model using parameters representing geological, rainfall, and hydrological characteristics. The targeted pollutants were COD, SS, TN, and TP, and their event mean concentrations (EMCs) for each rainfall were predicted. From the comparison, the model was found to predict the EMC to one order of magnitude. Moreover, the yearly mean EMC was evaluated from only the mean and standard deviation of all data for each index. The error ratio of the prediction of the mean of 50 rainfall events was within 50%. Furthermore, in order to consider the possible differences among different catchment areas, the EMC values for three catchment areas newly obtained were compared statistically with nationwide values obtained previously. Significant differences were found for one area out of the three which thus emphasizes the importance of the consideration of catchment area differences. Thereafter, the number of runoff samples in a specific watershed area required to detect the mean EMC difference from the nationwide database was derived statistically. This number was calculated to be 10 at most for detecting more than double or less than half of the database means. Lastly, a modified model that includes watershed area differences using a generalized linear mixed model was proposed.
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