3.1 Evaluation and comparison of air pollutants concentrations
A comparison of the air pollutant concentrations at the investigated sites and times indicated their differences among the residential, traffic, and work sites during the selected study periods. The CD method of comparison was applied to the concentrations of air pollutants, and the resultant values described the degree of similarity between the two sites. Similar sites had CD values approaching zero, whereas different sites had CD values approaching one. Table 2S shows the degree of similarity or discrepancy in the air pollutant concentrations among the selected residential, traffic, and work sites during the selected study periods. Generally, the highest dissimilarity was observed for NOx with a CD value of 0.66, followed by CO and SO2 with CD values of 0.61 and 0.60, respectively. In contrast, low discrepancy or high similarity was observed for PM10 and PM2.5 concentrations during all investigated periods with CD values ranging from as low as 0.04 and up to 0.34 (Table 2S).
In a pairwise comparison of the unrestricted periods, the highest dissimilarity between residential and traffic sites was indicated by a divergence value of 0.43 for NO, whereas the highest dissimilarity between residential and work sites was indicated by divergence value of 0.60 for SO2, and that between traffic and work sites was indicated by divergence value of 0.66 for NOx (Table 2S). In contrast, the least discrepancy, and thus the highest similarity, was observed between residential and work sites (divergence value of 0.12) for NO, followed by that between residential and traffic sites (divergence ratio of 0.17) for NO2 and that between residential and traffic sites (divergence value of 0.21) for CO (Table 2S). The discrepancy in CO and NO2 pollutants between traffic and work sites (divergence ratios of 0.56 and 0.57, respectively) and between residential and work sites (divergence values of 0.40 and 0.56, respectively) exceeded the discrepancy in CO and NO2 pollutants between residential and traffic sites (divergence values of 0.21 and 0.17, respectively) (Table 2S). Therefore, in terms of CO and NO2 concentrations during the unrestricted periods, sites more similar and dissimilar to the residential site (M-station) were the traffic site (F-station) and work site (K-station), respectively.
In a pairwise comparison of the lockdown period, the highest dissimilarity between residential and traffic sites was indicated by a divergence value of 0.46 for NO, while the highest dissimilarity between residential and work sites was indicated by a divergence value of 0.57 for SO2, and that between traffic and work sites was indicated by a divergence value of 0.61 for CO (Table 2S). In contrast, the least discrepancy, and thus the highest similarity, was observed between the residential and work sites (divergence ratio of 0.04) for PM2.5, followed by that between the traffic and work sites (divergence value of 0.09) for PM2.5 and that between the residential and traffic sites (divergence value of 0.20) for CO (Table 2S). The discrepancy in CO and NO2 pollutants between the traffic and work sites (divergence values of 0.61 and 0.46, respectively) and between the residential and work sites (divergence values of 0.50 and 0.53, respectively) exceeded the discrepancy in CO and NO2 pollutants between the residential and traffic sites (divergence values of 0.20 and 0.33, respectively) (Table 2S). Therefore, in terms of CO and NO2 concentrations during the lockdown period, sites more similar and dissimilar to the residential site (M-station) were the traffic site (F-station) and work site (K-station), respectively. Moreover, Table 2S also indicates that the lockdown decreased the range of CD values describing the similarity and discrepancy degrees among the three sites in terms of NO, NO2, and NOx, while the lockdown increased the range of CD values in terms of CO. The range of CD values in terms of NO, NO2, and NOx decreased by 185% (from 0.12–0.49 to 0.36–0.49), 100% (from 0.17–0.57 to 0.33–0.53), and 207% (from 0.23–0.66 to 0.39–0.53), respectively. In contrast, the range of CD values in terms of CO increased by 15% (from 0.21–0.56 to 0.20–0.61).
To evaluate the effect of the lockdown on air quality, the measured concentrations of air pollutants for two of the three studied sites (residential M-station and traffic F-station) during the lockdown (denoted by M-20 and F-20 for the residential and traffic sites, respectively) were compared with those recorded during two selected periods. The first period of these was the corresponding period of the lockdown in 2019 (denoted by M-19 and F-19 for the residential and traffic sites, respectively) and the second period was the 22 days before the lockdown in 2020 (denoted by M-pre-20 and F-pre-20 for the residential and traffic sites, respectively). For the work site (K-station), the measured concentrations of air pollutants during the lockdown (K-20) were compared only with those measured during the 22 days after the lockdown in 2020 (K-post) because of the unavailability of recorded data in 2019 and pre-lockdown in 2020. Figure 2 depicts a boxplot comparison of the hourly concentrations of air pollutants, including CO, NO, NO2, NOx, SO2, O3, and daily concentrations of particulate matter (PM2.5 and PM10). Generally, the interquartile ranges of most investigated gaseous air pollutants were wider for the traffic site than for the residential and work sites. All sites experienced significant decreases in the concentration levels of gaseous air pollutants during the lockdown period, except for SO2 at the residential site and O3 at the work site, both of which increased (Figs. 2 and 3). An increase in O3 concentrations was observed during the lockdown in many countries around the world (Chen et al., 2020; Monserrate et al., 2020; Nie et al., 2020; Shi and Brasseur, 2020; Li et al., 2020). In the three studied sites, the lockdown period compared with other periods also had the lowest median and mean concentration values of the investigated gaseous air pollutants, except for SO2 in the residential site and O3 at the work site (Fig. 2). Moreover, the maximum outlier values of gaseous air pollutants were higher at traffic sites than at residential and work sites, but generally were approximately comparable for PM10 and PM2.5 at all three sites (Fig. 2). The PM10 and PM2.5 concentration changes were predominantly controlled by the frequent dust storms affecting the city; thus, the lockdown had only a slight effect on their concentration levels.
The percent changes in the concentrations of air pollutants at each station during the lockdown period are shown in Fig. 3. The greatest decrease during lockdown was observed in the NO concentrations at all three sites. The residential and traffic sites experienced the highest decrease in the concentration levels of NO, NOx, and NO2, while the work site had the lowest decreases in concentration levels of air pollutants. Furthermore, the residential and work sites exhibited similar decreasing profiles (NO ˃ NOx ˃ NO2 ˃ CO). Comparing pollutant concentrations of the lockdown period with those of the corresponding period in 2019 and to the pre-lockdown period in 2020, the traffic site had comparable decreases in concentration levels of gaseous air pollutants, while the residential site exhibited comparable decreases only in concentration levels of NOx and NO2. At this residential site, NO and CO had different decreases in concentration levels whereas SO2 increased in concentration during the lockdown period relative to the pre-lockdown period in 2020 but not with respect to the period in 2019. This indicated that the residential site experienced specific activities in 2019 (presumably construction activities), resulting in higher ambient concentrations of SO2 than those recorded during the lockdown period. The observed increase in SO2 concentration at the residential site during the lockdown relative to those of the pre-lockdown period in 2020 might be due to increased activities of heavy-duty diesel engines associated with construction activities near the site. However, this increase in construction activities was less than that in 2019. However, comparing PM10 concentrations during the lockdown period with those during the corresponding period in 2019 at the traffic site revealed a decrease of ~ 22% in PM10 concentrations during the lockdown, while the same comparison at the residential site increased by ~ 2% in PM10 concentrations during the lockdown. Assuming similar PM10 concentrations at the two sites resulting from dust storms affecting the city, this probably indicated that the residential site had additional emission sources of PM10 other than dust storms. In addition to this increase in PM10 at the residential site, no increases in pollutant concentrations were observed at the residential and traffic sites when the pollutant concentrations of the lockdown period were compared with those of the corresponding period in 2019. At the work site, the observed O3 concentration increase during the lockdown was due to the observed declining NOx concentration levels and evidence of a hydrocarbon-limited regime in Riyadh, as previously reported (Alharbi et al., 2017). In such a regime, the O3 production rate is limited by the supply of hydrocarbons, and O3 concentrations increase with increasing hydrocarbons and decrease with increasing NOx (Sillman et al. 1990; Sillman and He, 2002; Kleinman et al., 2005).
Figure 4 shows the diurnal distribution of average hourly O3 and NOx concentrations and their correlations during and after the lockdown at the work site (K-station). A typical systematic pattern of diurnal O3 change is characterized by a daytime high and nighttime low. This pattern was observed only during the period after the lockdown ended. Both periods (during and after the lockdown) had typical daytime maxima. However, during the lockdown period, the minima were at daytime rather than nighttime (Figs. 4a and 4b). Following the diurnal variation in solar radiation, the O3 concentration increased gradually after sunrise and reached its highest concentration of ∼67 ppb at 14:00 during the lockdown and ∼75 ppb at 10:00–12:00 during the period after the lockdown and gradually declined thereafter (Figs. 4a and 4b). The O3 concentration decreased to its lowest value of ∼32 ppb at 7:00 (after sunrise) during the lockdown and to ∼22 ppb at 5:00 (before sunrise) during the period after the lockdown (Figs. 4a and 4b). Moreover, the nighttime O3 concentration during the lockdown period (ranging from 34.1 to 47.3 ppb) was higher than the nighttime O3 concentration during the period after the lockdown (ranging from 22.4 to 34.6 ppb). In addition, Figs. 4c and 4d show the diurnal patterns of NOx corresponding to the same two periods. The anticorrelation between O3 and NOx (R2 = 0.59) during the period after the lockdown is clearly illustrated by comparing Figs. 4b, 4d, and 4f, whereas this anticorrelation did not exist (R2 = ~ 0) during the lockdown period (Figs. 4a, 4c, and 4e). Furthermore, these same figures show that the NOx concentration during the lockdown period lay in the range of 18.8–30.2 ppb during daytime (~ 6:00–19:00) and in the range of 17.6–24.5 ppb during nighttime. In contrast, the NOx concentration during the period after the lockdown lay in the range of 6.9–51 ppb during the daytime and in the range of 27.3–57.7 ppb during nighttime. The reactions of NO with O3 (NO + O3 → NO2 + O2) and NO2 with O3 (NO2 + O3 → NO3 + O2) control the nighttime O3 concentration (Jacobson, 2002; Seinfeld and Pandis, 1998). Therefore, the relatively lower nighttime NOx concentration during the lockdown period compared with those during the period after the lockdown indicated lower O3 depletion by NOx and explained the relatively higher nighttime O3 concentration during the lockdown period. Finally, the distribution of the hourly average O3 concentrations observed during the two periods is shown in Figs. 4g and 4h. In these figures, hourly O3 concentrations are placed into predetermined 20 ppb bins. A maximum frequency value at O3 concentrations of 40–60 ppb was observed during both periods. However, O3 concentrations during the lockdown period followed a distribution that resembled a normal distribution to an extent, while those during the period after the lockdown exhibited a skewed distribution with a peak to the left (i.e., at low values) and a tail to the right (i.e., at high values). This type of skewed distribution indicated that anthropogenic pollution, particularly road traffic emissions, had a significant effect on the O3 concentrations observed during the period after the lockdown.
3.3 Analysis of exceedances and air quality index for individual pollutants
For evaluation and comparison, we calculated air pollutant exceedances and AQIs. At the three studied sites, the air pollutant exceedances during the lockdown period were calculated based on the General Authority for Meteorology and Environmental Protection (GAMEP) and USEPA standards (Table 3S). The AQIs in this study were calculated using the USEPA standard formulae and air quality standard limits, as stated in the Materials and Methods section. Air quality data covering the corresponding lockdown period in 2019, the pre-lockdown period in 2020, and the lockdown and post-lockdown periods were used to calculate the index values. PM10 and PM2.5 were averaged daily, and O3 was averaged every 1 and 8 h to match the breakpoint. The AQIs for individual pollutants during the selected periods are listed in Table 1. No hourly exceedances for CO, NO2, and SO2, daily exceedances for SO2, and 8 h exceedances for CO were observed in all stations during the entire lockdown period (Table 2). Similarly, the AQI for CO and SO2 had 0% undesired air at all stations during the lockdown (Table 1). However, the AQI for hourly NO2 concentrations revealed 0.7%, 1.06%, and 0.61% undesired air quality at the residential, traffic, and work sites, respectively, during the lockdown (Table 1). In contrast, the AQI for hourly NO2 concentrations had 6.99% undesired air quality during the corresponding lockdown period in 2019 and 4.39% undesired air quality during the pre-lockdown period in 2020 at the residential site. Similarly, the AQI for hourly NO2 concentrations had 6.99% undesired air quality during the corresponding lockdown period in 2019 and 3.74% undesired air quality during the pre-lockdown period in 2020 at the traffic site, while the AQI for hourly NO2 concentrations had 1.83% undesired air quality during the post-lockdown period at the work site. The percentages of undesired air quality reflected a good improvement in air quality in terms of NO2 at their respective sites during the lockdown since the other investigated periods (the corresponding lockdown period in 2019, pre-lockdown period in 2020, and post-lockdown period) experienced higher percentages of undesired air quality at these sites (Table 1).
Table 1. Percentage of undesirable air (moderate, unhealthy for sensitive groups, unhealthy, very unhealthy, and hazardous) as indicated by AQIs for individual pollutants during the correspondinglockdown period in 2019, pre-lockdown period in 2020, lockdown, and the post-lockdown periods.
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)
Table 2
Air pollutant exceedances in reference to GAMEP and USEPA standards during the lockdown period at the three studied sites (residential (M), traffic (F), and work (K)).
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Exceedances
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Averaging Time
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Pollutant
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M-Station
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F-Station
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K-Station
|
GAMEP
|
USEPA
|
GAMEP
|
USEPA
|
GAMEP
|
USEPA
|
1 h
|
NO2
|
0
|
0
|
0
|
0
|
0
|
0
|
O3
|
-
|
-
|
-
|
-
|
2
|
2
|
SO2
|
0
|
0
|
-
|
-
|
0
|
0
|
CO
|
0
|
0
|
0
|
0
|
0
|
0
|
8 h
|
O3
|
0
|
0
|
-
|
-
|
78
|
133
|
CO
|
0
|
0
|
0
|
0
|
0
|
0
|
24 h
|
PM10
|
8
|
33
|
9
|
35
|
6
|
29
|
PM2.5
|
56
|
56
|
52
|
52
|
51
|
51
|
SO2
|
0
|
0
|
0
|
0
|
0
|
0
|
For O3, the 8-h O3 concentration exceeded GAMEP and USEPA standards by 78 and 113 times, respectively, at the work site; 1-h O3 concentrations at the work site exceeded both GAMEP and USEPA standards by two times. At the work site, the lockdown period was better in compliance with the 1-h O3 standard than with the 8-h O3 standard. The 8-h GAMEP standard and USEPA standard were exceeded 39 and 66.5 times, respectively, more often than the 1-h standard during the lockdown period (Table 2). For human health, the 8-h O3 standard provides better protection than the 1-h standard. According to hourly AQI, the lockdown period had less undesirable air (0.05%) than the K-post 20. In contrast, based on the 8-h AQI, K-post 20 had less undesirable air (32.56%) than during the lockdown period. Therefore, exposure times longer than 1 h were of concern during the lockdown period. As for PM10, 24-h exceedances occurred at all stations. These exceedances occurred 8 and 33 times at the residential site, 9 and 35 times at the traffic site, and 6 and 29 times at the work site for the GAMEP and USEPA standards, respectively. Similarly, the 24-h exceedances for PM2.5 occurred at all stations, 56 times at the residential site, 52 times at the traffic site, and 51 times at the work site for the GAMEP and USEPA standards, respectively. Moreover, PM2.5 and PM10 had on average more than 75% of the measurements indicated as undesired air quality on the index (Table 1) and may have affected the health of the inhabitants of Riyadh City.
3.4 Insights for improving air quality
The unintended restriction due to the lockdown could represent an opportunity to better understand potential emission control regulations and strategies and their implications. The concentrations of gaseous criteria air pollutants for the selected weeks were compared to evaluate the extent of these implications. Figure 5 shows the changes in concentrations of gaseous criteria air pollutants (CO, SO2, NO2, and O3) in residential, traffic, and work sites during the last week of the pre-lockdown period (the week before lockdown was imposed), the first and last weeks of the lockdown period, and the first week after the lockdown. To estimate whether the effects of the lockdown on pollutant concentrations were significant, an unpaired t-test was used to calculate the pollutant concentrations in the week before the lockdown and the first week of the lockdown (Table 3). In the traffic site (F-station), the median and mean CO concentrations during the first week of the lockdown period were less than those during the week before the lockdown. The CO mean and median concentrations of the pre-lockdown period decreased by 15% and 36%, respectively, in the first week of the lockdown period at the traffic site. However, this decrease was not significant at the 0.01 confidence level (Table 3). Moreover, the interquartile range was wider for the first week of the lockdown period than that for the week before the lockdown, reflecting a higher variability in the observed CO concentrations during the lockdown period. This higher variability in CO concentration was due to the low traffic during the lockdown hours and high traffic during hours exempted from the lockdown. The CO concentrations during the first week after the lockdown increased compared with those during the lockdown at the traffic site but did not revert to the levels of the week before imposing the lockdown. This increase was not significant at the 0.01 confidence level (Table 3).
Table 3
Weekly comparisons of the gaseous criteria air pollutants measured at the different sites in Riyadh before and after the lockdown and relative difference between the mean values (↓ denotes a decrease, ↑ denotes an increase, and * denotes significant change at the 0.01 confidence level according to the T-test).
Pollutant
|
|
WbLD–1st WLD
|
Last WLD–1st WALD
|
Sites
|
Residential
|
Traffic
|
Work
|
Residential
|
Traffic
|
Work
|
CO
|
19.2 ↓*
|
15.1 ↓
|
-
|
28.3 ↑*
|
10.1 ↑
|
18.0 ↑*
|
NO2
|
25.1 ↓*
|
17.6 ↓*
|
-
|
10.8 ↑
|
2.9 ↓
|
1.8 ↓
|
SO2
|
14.0 ↓
|
|
-
|
51.4 ↓*
|
|
60.7 ↓*
|
O3
|
|
|
-
|
|
|
9.7 ↓
|
Observed decrease (↓)/increase (↑) in mean concentrations over a week (%) |
The CO concentrations during the first week after the lockdown increased compared with those during the lockdown at the work site. This distinct upward change was significant at the 0.01 confidence level (Table 3). For the residential site (M-station), the CO concentrations exhibited similar trends of weak comparisons as those at the traffic site, except that the CO concentrations during the first week after the lockdown increased considerably compared with those during the lockdown and exceeded the levels of the week before the lockdown. Both the observed decrease in the CO concentrations in the first week of the lockdown period and the increase in the CO concentrations in the first week after the lockdown were significant at the 0.01 confidence level (Table 3). This suggested that the air quality benefit resulting from controlling CO emissions during this lockdown exhibited significant and more distinct changes in CO concentration levels at the residential and work sites than at the traffic site. Moreover, this change had a longer positive effect on air quality at the work and traffic sites than at the residential site.
NO2 and SO2 are directly emitted into the air from fuel combustion and industrial processes. NO2 concentrations in the traffic site (F-station) decreased by 15% and 18% in the median and mean, respectively, during the first week of the lockdown period and exhibited an interquartile range wider for the first week of the lockdown period than that for the week before the lockdown. The decrease in NO2 concentrations during the first week of the lockdown period was significant at the 0.01 confidence level (Table 3). Note that the NO2 concentrations exhibited a considerable increase during the week before the lockdown ended. During the lockdown period, construction activities were exempted from lockdowns. Consequently, the activities of heavy-duty diesel engines (bulldozers, dump and tanker trucks, compactors, cranes, diesel electrical generators, and road rollers) involved in the construction activities in the city of the Riyadh metro network, which has six lines and 85 stations, increased considerably with extended working hours, attaining a 24-h working mode during the last month of the lockdown period. When the lockdown ended, this considerable increase in construction activities returned to the normal pre-coronavirus operation level. In addition, electricity demand increased; thus, power generation in power plants increased due to progression in warmer conditions as the surface heating increased gradually during the March–May period. Therefore, the NO2 concentrations during the first week after the lockdown decreased only slightly compared with those during the week before the lockdown at the traffic site. This decrease was not significant at the 0.01 confidence level (Table 3). For the work site (K-station), the NO2 concentrations during the first week after the lockdown increased slightly (not significant at the 0.01 confidence level) compared with those during the lockdown. At the residential site (M-station), the NO2 concentrations decreased significantly during the first week after the lockdown was imposed compared with those during the week before the lockdown and an increase after the lockdown compared with those during the week before the lockdown. The 50th percentile of NO2 concentrations during the first week of the lockdown period was less than the lower quartile of the NO2 concentrations during the week before the lockdown. This indicated a significant decrease in the NO2 concentrations of more than two quarters between the pre-lockdown period and first week of the lockdown period in the residential site. This observed distinct decrease in the NO2 concentrations in the first week of the lockdown period was significant at the 0.01 confidence level, whereas the increase in the NO2 concentrations in the first week after the lockdown was not significant at the 0.01 confidence level (Table 3).
For SO2, during the first week after the lockdown, the concentration levels decreased only slightly at the residential site (M-station) compared with those during the week before the lockdown. This trend was understandable considering the exemption of construction activities from the lockdown and the gradual increase in power generation during the March–May period. Both the residential site (M-station) and work site (K-station) exhibited significant decreases in SO2 concentration levels after the lockdown compared with levels observed during the week before the lockdown (Fig. 5 and Table 3).
For O3, comparing the last week of the lockdown period with the first week after the lockdown aided in assessing the persistence of the negative effect of the lockdown on elevated O3 concentration levels. Figure 5 shows that the O3 concentrations during the first week after the lockdown decreased only slightly (9.6% and 4.6% decrease in the mean and median, respectively) compared with those during the week before (the last week of the lockdown period).
Overall, the unintended experimental conditions provided by the COVID-19 lockdown provided valuable insights for improving air quality. Table 3 suggests that applying comparable control measures over one week will result in a decrease of approximately 19% and 15% in the mean CO concentration level at residential and traffic sites, respectively. Similarly, 25% and 18% reduction in the NO2 mean concentration level can be achieved at residential and traffic sites, respectively. Moreover, the emission control strategies equivalent to the measures implemented during the lockdown over one week could positively affect air quality in terms of controlling CO concentration levels that could last for approximately one week at work and traffic sites and a relatively shorter time at residential sites. Similarly, air quality benefits in terms of a decrease in NO2 concentration levels over one week could last for approximately one week at work sites and for a relatively shorter time at traffic and residential sites. However, caution should be applied when reducing NO2 concentration levels because it could result in an increase in O3 concentrations that could last for over a week in hydrocarbon-limited areas, particularly at work sites (Fig. 5). In addition, strict inspection tests and rigorous standards for the emission compliance and working hours of trucks should be strategized because they can counteract any measures to improve air quality in terms of SO2 reduction.