Improved heavy metal mapping and pollution source apportionment in Shanghai City soils using auxiliary information

分摊 污染 环境科学 土壤水分 污染物 地理加权回归模型 环境工程 环境化学 土壤科学 化学 数学 统计 政治学 有机化学 法学 生物 生态学
作者
Xufeng Fei,George Christakos,Rui Xiao,Zhouqiao Ren,Yue Liu,Xiaonan Lv
出处
期刊:Science of The Total Environment [Elsevier BV]
卷期号:661: 168-177 被引量:116
标识
DOI:10.1016/j.scitotenv.2019.01.149
摘要

Soil heavy metal pollution can be a serious threat to human health and the environment. The accurate mapping of the spatial distribution of soil heavy metal pollutant concentrations enables the detection of high pollution areas and facilitates pollution source apportionment and control. To make full use of auxiliary soil properties information and show that they can improve mapping, a synthesis of the Bayesian Maximum Entropy (BME) theory and the Geographically Weighted Regression (GWR) model is proposed and implemented in the study of the Shanghai City soils (China). The results showed that, compared to traditional techniques, the proposed BME-GWR synthesis has certain important advantages: (a) it integrates heavy metal measurements and auxiliary information on a sound theoretical basis, and (b) it performs better in terms of both prediction accuracy and implementation flexibility (including the assimilation of multiple data sources). Based on the heavy metal concentration maps generated by BME-GWR, we found that the As, Cr and Pb concentration levels are high in the eastern part of Shanghai, whereas high Cd concentration levels were observed in the northwestern part of the city. Organic carbon and pH were significantly correlated with most of the heavy metals in Shanghai soils. We concluded that Cd pollution is mainly the result of agricultural activities, and that the Cr pollution is attributed to natural sources, whereas Pb and As have compound pollution sources. Future studies should investigate the implementation of BME-GWR in the case of space-time heavy metal mapping and its ability to integrate human activity information and soil category variables.
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