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Temporal multiscaling characteristics of particulate matter PM10 and ground-level ozone O-3 concentrations in Caribbean region

机译:加勒比地区颗粒物PM10和地面臭氧O-3浓度的时间多尺度特征

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A good knowledge of the intermittency of atmospheric pollutants is crucial for air pollution management. We consider here particulate matter PM10 and ground-level ozone O-3 time series in Guadeloupe archipelago which experiments a tropical and humid climate in the Caribbean zone. The aim of this paper is to study their scaling statistics in the framework of fully developed turbulence and Kolmogorov's theory. Firstly, we estimate their Fourier power spectra and consider their scaling properties in the physical space. The power spectra computed follows a power law behavior for both considered pollutants. Thereafter we study the scaling behavior of PM10 and O-3 time series. Contrary to numerous studies where the multifractal detrended fluctuation analysis is frequently applied, here, the classical structure function analysis is used to extract the scaling exponent or multifractal spectrum zeta(q); this function provides a full characterization of a process at all intensities and all scales. The obtained results show that PM10 and O-3 possess intermittent and multifractal properties. The singularity spectrum M-S(alpha) also confirms both pollutants multifractal features. The originality of this work comes from a statistical modeling performed on zeta(q) and M-S(alpha) by a lognormal model to compute the intermittency parameter. By contrast with PM10 which mainly depends on puffs of Saharan dust (synoptic-scale), O-3 is more intermittent due to variability of its local precursors. The results presented in this paper can help to better understand the mechanisms governing the dynamics of PM10 and O-3 in Caribbean islands context. (C) 2017 Elsevier Ltd. All rights reserved.
机译:了解大气污染物的间歇性对于空气污染管理至关重要。我们在这里考虑了瓜德罗普群岛的颗粒物PM10和地面臭氧O-3时间序列,该时间序列试验了加勒比海地区的热带湿润气候。本文的目的是在充分发展的湍流和Kolmogorov理论的框架下研究它们的尺度统计。首先,我们估计它们的傅立叶功率谱,并考虑它们在物理空间中的缩放特性。计算的功率谱遵循两种污染物的幂律行为。此后,我们研究了PM10和O-3时间序列的缩放行为。与众多研究经常使用多重分形趋势波动分析相反,在此,经典结构函数分析用于提取缩放指数或多重分形谱zeta(q)。此功能可在所有强度和规模下全面表征过程。所得结果表明,PM10和O-3具有间歇和多重分形性质。奇异谱M-S(alpha)也证实了两种污染物的多重分形特征。这项工作的独创性来自对数正态模型对zeta(q)和M-S(alpha)进行的统计建模,以计算间断性参数。与主要依赖于撒哈拉粉尘(天气尺度)的PM10相比,O-3由于其局部前体的可变性而更具间歇性。本文提出的结果可以帮助更好地理解在加勒比岛屿环境中控制PM10和O-3动力学的机制。 (C)2017 Elsevier Ltd.保留所有权利。

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