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. 2018 Jun:182:1-8.
doi: 10.1016/j.atmosenv.2018.03.007. Epub 2018 Mar 8.

The value of using seasonality and meteorological variables to model intra-urban PM2.5 variation

Affiliations

The value of using seasonality and meteorological variables to model intra-urban PM2.5 variation

Hector A Olvera Alvarez et al. Atmos Environ (1994). 2018 Jun.

Abstract

A yearlong air monitoring campaign was conducted to assess the impact of local temperature, relative humidity, and wind speed on the temporal and spatial variability of PM2.5 in El Paso, Texas. Monitoring was conducted at four sites purposely selected to capture the local traffic variability. Effects of meteorological events on seasonal PM2.5 variability were identified. For instance, in winter low-wind and low-temperature conditions were associated with high PM2.5 events that contributed to elevated seasonal PM2.5 levels. Similarly, in spring, high PM2.5 events were associated with high-wind and low-relative humidity conditions. Correlation coefficients between meteorological variables and PM2.5 fluctuated drastically across seasons. Specifically, it was observed that for most sites correlations between PM2.5 and meteorological variables either changed from positive to negative or dissolved depending on the season. Overall, the results suggest that mixed effects analysis with season and site as fixed factors and meteorological variables as covariates could increase the explanatory value of LUR models for PM2.5.

Keywords: Temperature; air pollution; land use regression; relative humidity; wind speed.

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Conflict of interest statement

Conflict of Interest: The authors also confirm that they have no conflicts of interest related to the data or content of this paper.

Figures

Figure 1
Figure 1
Hourly averaged PM2.5 concentrations plotted as a function of wind speed by season. The color scale represents temperature values and the circle size represents relative humidity values. Also shown in each panel are seasonal averages for each variable represented in the plot. USE COLOR IN PRINT
Figure 2
Figure 2
Diurnal variation of hourly averaged PM2.5 concentrations by site during the study period (A) and by season (B). Also, shown in each panel is the corresponding coefficient of variation (CV) for PM2.5 observations across all sites. USE COLOR IN PRINT
Figure 3
Figure 3
Correlation panels with fill color representing Pearson correlation coefficient values. The corresponding p-values for the Pearson correlation coefficients are provided in Table S3. USE COLOR IN PRINT
Figure 4
Figure 4
Scatter plots for temperature and PM2.5. Also shown are empirical R2 values as well as PM2.5 values (solid red line) estimated with a mixed effects model for PM2.5 across the study region with Site and Season as factors, a constant slope for relative humidity, and random slopes for temperature across sites and seasons. The small variation in the estimated PM2.5 values was caused by variation in relative humidity. To serve as reference the dashed blue line was fitted by panel via a standard linear regression between PM2.5 with the standard error represented by the shaded area. Temperature values have been centered to the study average. DO NOT USE COLOR IN PRINT
Figure 5
Figure 5
Scatter plots for temperature and PM2.5. Also shown are Pseudo R2 values as well as PM2.5 values (solid red line) estimated with a mixed effects model for PM2.5 across the study region with Site and Season as factors, constant slopes for cosinor terms( sin2πDay365, sin2πDay180, cos2πDay365, cos2πDay180)) and random slopes or temperature across sites and seasons. The small variation in the estimated PM2.5 values was caused by variation in the cosinor terms. To serve as reference the dashed blue line was fitted by panel via a standard linear regression between PM2.5 with the standard error represented by the shaded area. Temperature values have been centered to the study average. DO NOT USE COLOR IN PRINT

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