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Impact of Species Uncertainty Perturbation on the Solution Stability of Positive Matrix Factorization of Atmospheric Particulate Matter Data

机译:物种不确定性扰动对大气颗粒物数据正矩阵分解的解稳定性的影响

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摘要

Statistical measures for evaluating the similarity of different source apportionment solutions are proposed. The sensitivity of positive matrix factorization to small perturbations in species measurement uncertainty estimates is examined using fine particulate matter measurements on organic carbon, elemental carbon, ions, and metals at the St. Louis-Midwest Supersite. A perturbed uncertainty matrix is created by multiplying each original uncertainty value by a random multiplier generated from a log-normal distribution with a mean of 1 and a standard deviation (and CV) equal to either 0.25, 0.50, or 0.75. The relative errors in reproducing the average contribution estimates from the perturbed data are generally highest for the gasoline exhaust, with the relative error (expressed as a percentage of the "true" value) exceeding 30% for all three perturbation scenarios. The most stable estimates of average source contribution were associated with secondary sulfate and secondary nitrate, with relative errors always less than 4%. Averaged over all 10 sources, the average values for our measure of relative error for the three scenarios are 8%, 14%, and 17%, respectively. Relative errors associated with day-today estimates of source contributions can be more than double the size of the relative errors associated with estimates of average source contributions, with errors for four of 10 source contributions exceeding 30% for the largest-perturbation scenario. The stability of source profile estimates in our simulation varies greatly between sources, with a mean correlation between perturbed gasoline exhaust profiles and the true profile equal to only 59% for the largest-perturbation scenario. The process used for evaluation is a tool that may be used to assess the stability of solutions in source apportionment studies.
机译:提出了用于评估不同源分配解决方案的相似性的统计方法。在圣路易斯-中西部超级站点使用有机碳,元素碳,离子和金属上的细颗粒物测量,检查了正矩阵分解对物种测量不确定性估计中的小扰动的敏感性。通过将每个原始不确定性值乘以从对数正态分布产生的随机乘数来创建扰动的不确定性矩阵,该对数正态分布的平均值为1,标准差(和CV)等于0.25、0.50或0.75。从扰动的数据再现平均贡献估计值时的相对误差通常对于汽油废气最高,在所有三种扰动情况下,相对误差(表示为“真实”值的百分比)都超过30%。平均源贡献的最稳定估计与仲硫酸盐和仲硝酸盐有关,相对误差始终小于4%。对所有10个来源进行平均后,我们在这三种情况下测得的相对误差的平均值分别为8%,14%和17%。与源贡献的日常估计相关的相对误差可能是与平均源贡献的估计相关的相对误差的两倍以上,其中最大扰动场景的10个源贡献中有4个的误差超过30%。在我们的模拟中,源轮廓估计的稳定性在不同源之间有很大差异,在最大扰动情况下,扰动的汽油排气轮廓与真实轮廓之间的平均相关性仅等于59%。用于评估的过程是可用于评估源分配研究中解决方案稳定性的工具。

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  • 来源
    《Environmental Science & Technology》 |2008年第16期|6015-6021|共7页
  • 作者单位
  • 收录信息 美国《科学引文索引》(SCI);美国《工程索引》(EI);美国《生物学医学文摘》(MEDLINE);美国《化学文摘》(CA);
  • 原文格式 PDF
  • 正文语种 eng
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  • 入库时间 2022-08-17 14:05:23

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