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Determining optimum sampling numbers for survey of soil heavy metals in decision-making units: taking cadmium as an example

机译:确定决策单元中土壤重金属调查的最佳采样数:服用镉为例

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Optimum sampling number (OSN) is one critical issue to achieve credible results when surveying heavy metals in soil and undertaking risk assessment for sustainable land use or remediation decisions. Although traditional methods, such as classical statistics, geostatistics, and simulated annealing algorithm, have been used to determine OSN for surveying soil heavy metals, their usefulness is limited because the distribution of soil heavy metal concentration approximately follows a log-normal distribution. Furthermore, existing correction equations for the log-normal distribution may overestimate or underestimate the OSN, and they have not been applied to estimate the OSN of soil heavy metals. The objective of the present study was to find a simple model under the log-normal distribution that determined the OSN for surveying of soil heavy metals in decision-making units. To test the effectiveness and accuracy of this model, soil heavy metals in 17 contaminated areas generating 200 multiscale units were analyzed. Determining equations for OSN, including classical statistics and approximate correction equations, were compared. Results showed that the equation for determining OSN by ordinary least squares (OSN_OLS) was computationally simple and straightforward because of an adjustment of the classic log-normal equation without relying on consulting the adjusted Student t-tables for a noncentralized data distribution. Compared with other OSN determining equations, sampling numbers by OSN_OLS were closer to optimum numbers and effectively avoided the risk of overestimation or underestimation. Descriptive statistics indicated that the estimated pollution results by OSN_OLS in representative units were very similar to original sampling with more sampling information. Furthermore, compared with other OSN-determining equations, the mapping based on OSN_OLS not only described the trends of spatial variation but also improved mapping accuracy. We conclude that OSN_OLS is an effective, straightforward, and exact model to estimate the OSN for surveying of soil heavy metals in decision-making units.
机译:最佳采样号码(OSN)是在测量土壤中的重金属时实现可信结果的一个关键问题,并为可持续土地使用或修复决定进行风险评估。虽然传统方法,例如经典统计,地统计学和模拟退火算法,但已被用于确定OSN用于测量土壤重金属,但它们的有用性受到限制,因为土壤重金属浓度的分布大致遵循对数正态分布。此外,对数正态分布的现有校正方程可以高估或低估OSN,并且他们尚未应用于估计土壤重金属的OSN。本研究的目的是在日志正态分布下找到一个简单的模型,该模型确定了OSN,用于测量决策单位的土壤重金属。为了测试该模型的有效性和准确性,分析了17个污染区域中的土壤重金属,产生200个多尺度单位。比较了OSN的确定方程,包括古典统计和近似校正方程。结果表明,由于经典的日志正常方程的调整,通过依赖于用于非中心数据分布的调整后的学生T表来调整普通最小二乘法(OSN_OLS),用于通过普通最小二乘(OSN_OL)来确定OSN的等式。与其他OSN确定方程相比,OSN_OLS的抽样号更接近最佳数量,有效地避免了高估或低估的风险。描述性统计数据表明,代表单位中OSN_OL的估计污染结果与具有更多采样信息的原始抽样非常相似。此外,与其他OSN确定方程相比,基于OSN_OLS的映射不仅描述了空间变化的趋势,而且还提高了映射精度。我们得出结论,OSN_OLS是一种有效,直接的,精确的模型,可以估算决策单位的土壤重金属测量的OSN。

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