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Application of a spatial model to estimate lead concentrations in soil at skeet and trap ranges.

机译:应用空间模型估算飞碟和陷阱范围内土壤中的铅浓度。

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摘要

The accumulation of lead at skeet and trap ranges poses a potential risk to people using the sites for recreational purposes. EPA risk assessment guidance recommends using the 95-percent upper confidence limit (95th UCL) of the arithmetic mean of site contaminant data as the exposure concentration in the risk assessment equation. The parametric, non-spatial methods included in EPA guidance produce an estimated exposure concentration that is often greater than the highest concentration observed on the site and implicitly assumes that each data point represents an equal area of the site. The common practice of locating samples in known or suspected "hotspots", or areas of high contamination ('sample clustering'), often produces a biased estimate of the exposure concentration when the arithmetic average of the sample data is used to estimate the exposure concentration.; Three methods were used to investigate the effect of sample clustering on the 95th UCL, using soil Pb data from five skeet and trap ranges. Two of the methods (normal-based and lognormal-based) are included in EPA guidance on estimating the exposure concentration; the third method was the bootstrap. The effect of sample clustering on the exposure concentration and the uncertainty in the estimated exposure concentration was determined by weighting the soil Pb data using Voronoi polygon areas.; The above analysis produced six different estimates of the exposure concentration and the uncertainty in the exposure concentration for each site. Comparison of the six estimates indicated the spatial arrangement of the data should be considered in the estimate of the exposure concentration. The spatially-weighted bootstrap method is preferred over the spatially-weighted normal and lognormal-based methods for the data analyzed.
机译:在飞碟和陷阱范围内铅的积累对使用这些场所进行娱乐活动的人们构成了潜在的风险。 EPA风险评估指南建议使用现场污染物数据算术平均值的95%置信上限(95th UCL)作为风险评估方程式中的暴露浓度。 EPA指南中包括的参数化非空间方法得出的估计暴露浓度通常大于在现场观察到的最高浓度,并且隐含地假设每个数据点都代表现场的相等面积。当使用样本数据的算术平均值估算暴露浓度时,将样品定位在已知或疑似“热点”或高污染区域(“样品聚类”)的通常做法通常会产生对暴露浓度的偏差估计。 。;使用来自五个飞碟和陷阱范围的土壤Pb数据,使用三种方法来研究样本聚类对第95个UCL的影响。 EPA指南中有两种方法(基于法线和基于对数正态的法)包括在估算暴露浓度中。第三种方法是引导程序。通过使用Voronoi多边形区域加权土壤Pb数据,确定样品聚集对暴露浓度和估计暴露浓度不确定性的影响。以上分析得出了每个位置的六种不同的暴露浓度估计值和暴露浓度不确定性。六个估算值的比较表明,应在暴露浓度估算中考虑数据的空间排列。对于分析的数据,相对于基于空间加权的法线和对数正态的方法,空间加权的自举方法是首选的。

著录项

  • 作者

    Thayer, William C.;

  • 作者单位

    State University of New York College of Environmental Science and Forestry.;

  • 授予单位 State University of New York College of Environmental Science and Forestry.;
  • 学科 Health Sciences Public Health.; Engineering Environmental.; Recreation.
  • 学位 M.S.
  • 年度 1999
  • 页码 145 p.
  • 总页数 145
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类 预防医学、卫生学;环境污染及其防治;群众文化事业;
  • 关键词

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