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arXiv 2203.04296physics.ao-phphysics.data-an
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air pollution统计量的空间异质性

Spatial heterogeneity of air pollution statistics

Hankun He, Benjamin Schäfer, Christian Beck

摘要:

空气污染是全球死亡的主要原因之一,并继续对我们的健康产生不利影响。鉴于这些影响,已设计了一系列广泛的统计建模方法,以便更好地了解空气污染统计数据。然而,不同类型空气污染物随时间变化的统计数据远未得到充分了解。观测到的浓度概率密度函数在很大程度上取决于空间位置和污染物质。在本文中,我们分析了大量的各种各样的数据,从3544个不同的欧洲监测点,并表明,PDF的一氧化氮($NO$),二氧化氮($NO2$)和颗粒物质($PM10$和$PM2.5$)浓度一般表现出重尾和渐近以及近似的$q$ -指数分布与给定的宽度参数$λ$。我们观察到,幂律参数$q$和宽度参数$λ$变化很大,为不同的空间位置。对于每种物质,我们发现不同的模式的参数云在$(q, λ)$平面。这些取决于污染物的类型和环境特性(城市/郊区/农村/交通/工业/背景)。这意味着大气污染的有效统计物理描述表现出很强的空间异质性。

英文摘要:

Air pollution is one of the leading causes of death globally, and continues to have a detrimental effect on our health. In light of these impacts, an extensive range of statistical modelling approaches has been devised in order to better understand air pollution statistics. However, the time-varying statistics of different types of air pollutants are far from being fully understood. The observed probability density functions (PDFs) of concentrations depend very much on the spatial location and on the pollutant substance. In this paper, we analyse a large variety of data from 3544 different European monitoring sites and show that the PDFs of nitric oxide ($NO$), nitrogen dioxide ($NO2$) and particulate matter ($PM10$ and $PM2.5$) concentrations generically exhibit heavy tails and are asymptotically well approximated by $q$-exponential distributions with a given width parameter $λ$. We observe that the power-law parameter $q$ and the width parameter $λ$ vary widely for the different spatial locations. For each substance, we find different patterns of parameter clouds in the $(q, λ)$ plane. These depend on the type of pollutants and on the environmental characteristics (urban/suburban/rural/traffic/industrial/background). This means the effective statistical physics description of air pollution exhibits a strong degree of spatial heterogeneity.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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