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Article

Quantifying the Effects of Different Containment Policies on Urban NO2 Decline: Evidence from Remote Sensing and Ground-Station Data

1
Graduate School of Advanced Science and Engineering, Hiroshima University, Higashihiroshima 739-8529, Japan
2
School of Transportation, Southeast University, Nanjing 211189, China
3
School of Architecture, Tsinghua University, Beijing 100084, China
*
Author to whom correspondence should be addressed.
Remote Sens. 2023, 15(4), 1068; https://doi.org/10.3390/rs15041068
Submission received: 22 November 2022 / Revised: 8 February 2023 / Accepted: 13 February 2023 / Published: 15 February 2023
(This article belongs to the Section Urban Remote Sensing)
Graphical abstract
">
Figure 1
<p>Map of study area, overlay with Air Quality (AQ) ground-station distributions (the green points). The built-up areas from [<a href="#B24-remotesensing-15-01068" class="html-bibr">24</a>] represent the urban extent in general; the ring roads witnessed the development and expansion of the city, which can help with understanding the urban, suburban, and rural areas of the city. In particular, the areas within the second ring road are the historic urban centers, while the sixth ring road is currently the outermost ring road.</p> ">
Figure 2
<p>Overview of the methodological workflow.</p> ">
Figure 3
<p>Initial analysis graph based on characteristics of monthly average of NO<sub>2</sub> emissions from 2015 to 2019 and meteorological factors (temperature, precipitation, wind, surface pressure) in Beijing China. lgno2 represents the logarithm of NO<sub>2</sub>, uwind represents Eastward component of the 10 m wind, vwind represents Northward component of the 10 m wind, and precipi represents precipitation.</p> ">
Figure 4
<p>Decomposition of multiplicative time series of observed NO<sub>2</sub> data from 2015 to 2020 based on ground station data. The top graph is the original observed NO<sub>2</sub> data, consisting of trend, seasonal, and irregular components (the three bottom terms).</p> ">
Figure 5
<p>Comparison between observation and expectation (prediction line). The multiple linear regression model prediction line (blue line with buffer range) is shown as the base map (the light blue buffer is the 95% confidence interval), superimposed on the previous 5-year average as the reference baseline (grey blue line, namely, 5yrMean) and the regression simulation fitting curve (light grey line), compared to the actual observed value (red line).</p> ">
Figure 6
<p>Changes in NO<sub>2</sub> levels comparing the years 2019 and 2020, using the monthly average data of tropospheric NO<sub>2</sub> column number density (mol/m<sup>2</sup>) from Sentinel 5P. The changes or differences are calculated by taking 2020 levels minus the same period in 2019. The satellite observation data show the spatial heterogeneity (different spatial distributions) of NO<sub>2</sub> levels at 1 km spatial resolution.</p> ">
Figure 7
<p>Model performance assessment results and the residuals analysis of the time-series multi-linear regression prediction model. (<b>a</b>) The validation results in terms of using the data for 2015–2018 for training and the 2019 observation data for comparison. (<b>b</b>) A time plot, the ACF, and the histogram of the residuals from the multiple regression model fitted to the NO<sub>2</sub> data, as well as the Breusch–Godfrey test for jointly testing up to 16th-order autocorrelation. The histogram shows that the residuals seem to be slightly skewed, which may also reflect the coverage probability of the prediction intervals.</p> ">
Figure 8
<p>The correlation between the ground station NO<sub>2</sub> concentration and Satellite observed tropospheric NO<sub>2</sub> column number density. The analysis was based on 42 monthly average data from July 2018 to December 2021 as the NO<sub>2</sub> column was released by Sentinel 5P in July 2018. The ground monitor unit was multiplied by 10<sup>5</sup> in the figure.</p> ">
Versions Notes

Abstract

:
Cities exposed their vulnerabilities during the COVID-19 pandemic. Unprecedented policies restricted human activities but left a unique opportunity to quantify anthropogenic effects on urban air pollution. This study aimed to explore the underlying urban development issues behind these restrictions and support a sustainable transition. The data from ground stations and Sentinel-5P satellite were used to assess the temporal and spatial anomalies of NO2. Beijing China was selected for a case study because this mega city maintained a “dynamic zero-COVID” policy with adjusted restrictions, which allowed for better tracking of the effects. The time-series decomposition and prediction regression model were employed to estimate the normal NO2 levels in 2020. The deviation between the observations and predictions was identified and attributed to the policy interventions, and spatial stratified heterogeneity statistics were used to quantify the effects of different policies. Workplace closures (54.8%), restricted public transport usage (52.3%), and school closures (46.4%) were the top three restrictions that had the most significant impacts on NO2 anomalies. These restrictions were directly linked to mismatched employment and housing, educational inequality, and long-term road congestion issues. Promoting the transformation of urban spatial structures can effectively alleviate air pollution.

Graphical Abstract">

Graphical Abstract

1. Introduction

Nitrogen dioxide (NO2) is a common air pollutant that can harm the environment and human health. Anthropogenic NO2 emissions were primarily reported from the transport, industry, power, heating, and residential sectors [1,2]. Exposure to NO2 has been linked to many respiratory diseases [3]. Chronic exposure to NO2 pollution led to a higher mortality rate during the COVID-19 pandemic [4] and these pollutants affected virus transmission [5]. Triggered by the pandemic, air pollution and traffic were identified as two of the top six environmental challenges facing cities [6]. Unprecedented strong policy measures, such as nonpharmaceutical interventions, were taken worldwide, especially in urban areas, restricting human activities and industrial production. The strict restrictions directly affected the emissions of various air-polluting gases, and in turn, such changes in global and regional emissions may reflect the effects of different policies. In this context, a consensus has been proposed that this “pause button” created a unique window to assess anthropogenic effects on atmospheric composition and its relationship with human activities compared to “business as usual”. More importantly, it calls for extensive actions that can make full use of this “anomaly” opportunity to boost our cities’ shift to sustainability [6], as sustainable development increasingly depends on the successful management of urban growth. NO2 has been considered a good indicator of changes in local pollutant sources, as it has a shorter lifetime (within 1 day) compared with other air pollutants [7]. Therefore, in this study, the sensitivity of NO2 to policy responses during the COVID-19 pandemic can be captured or tracked by restriction measure changes on a daily scale. It provides an observational metric for examining the effects of diverse policy regulations on air pollution, reducing the complexity due to the hysteresis of some policy effects. It is important for understanding which policies (linked to different human activities) are effective in reducing emissions.
At the early stage of the epidemic, the observation-based concentrations of NO2 pollutants were consistently reported to be below the levels of previous years, as a result of the sudden lockdowns and suspended human activities. Data from both satellite observations and ground-based monitoring stations found that global NO2 concentrations were lower in 2020 than in 2019, especially in urban areas [7,8]. In Wuhan, China, the first reported outbreak city, the NO2 in 2020 during lockdown was 42% lower than the average level of the previous three years [9]. The reduction in transport sector emissions is reported as the main cause of global NO2 anomalies [8]. London experienced a 50% decrease in NO2 during the lockdown, with the highest NO2 emission reductions observed during morning rush hours due to the radical changes in routine life and commuting time [10]. Observations from other mega-cities, such as New York [11], Tokyo [12], Moscow [7], and Toronto [13], also showed a decrease in NO2 concentrations during lockdowns. Nevertheless, some subsequent studies noted the possibility of exaggerating the positive effects of COVID-19 policies and pointed out that the improvement in air quality was not due to COVID-19 interventions but seasonal factors, as the lockdown period coincided with the onset of the rainy season in tropical regions, such as in Nigeria [14] and Indonesia [15]. This observation arises from the fact that most studies reported improvements in air quality based on comparisons between lockdowns and pre-lockdown periods or by taking the previous 3- to 5-year average level as the baseline. Some review papers investigated the nexus between the pandemic and the environment, showing that meteorological conditions affected NO2 concentrations [15,16].
With continuous discussions on this popular topic and the accumulation of available multisource datasets, recent studies have begun to use the sensitivity changes of NO2 to infer, correlate, and retrieve various phenomena, consequences, or environmental indicators related to it. In this context, ground-based instruments, alone or combined with satellite observations (e.g., from the Ozone-Monitoring Instrument (OMI) on-board Aqua satellite and the Tropospheric Monitoring Instrument (TROPOMI) on-board Sentinel-5P), provide fundamental information about anthropogenic impacts. The stringency of policy indicators has been used to investigate certain impacts on the environment. Long-term temporal comparisons of tropospheric NO2 vertical columns during the lockdown with the counterfactual baseline concentrations have been investigated with different extensions and specific perspectives. For example, Misra et al. [17] retrieved the NO2 concentration changes due to lockdown from OMI and TROPOMI and linked the changes to power plants over urban areas in northern India while considering the seasonal components of NO2 and long-term trends over the same period in 2015–2019. Xing et al. [5] used machine learning with multisource data to prove that reduced economic activity, inferred from NO2 reductions (restrictions-induced), drove the slowdown in the number of COVID-19 infections in most regions [5]. Highlighting that pollution has no borders, Li et al. [18] clustered global continent grid cells, which were based on historical NO2 pollution levels from OMI satellites for which seasonal trends had been removed, by subtracting 10-year daily mean values to investigate the impact of policy stringencies on different clusters (regions). There are significant differences between regions due to differences in measures taken, the duration of lockdowns, and the intensity of measures implemented by the government, which allows much potential for in-depth explorations.
Most of the existing studies documented the short-term positive effects of containment policy measures on declining air pollution; however, the long-term effects have not been fully considered, especially for other confounding factors, such as seasonality, climate conditions, air quality improvement trends, and the local context. It may exaggerate the effects of COVID-19 restrictions. Furthermore, few evidence-based methodologies could identify the effective policy, which has a direct impact on the NO2 anomaly and is linked to specified human activities. In other words, very limited efforts have been made to differentiate and quantify the effects of different policies. This challenge may be a barrier for policy-makers or create indecision when effective actions are considered.
To fill the research gaps discussed above, in this study, we proposed that observations combine with predictions. We employed historical ground-station data combined with Sentinel-5P data to illustrate the sensitivities of NO2 concentrations to different policy measures of COVID-19. Particularly, we estimated the portion of NO2 anomalies caused by COVID-19 restriction policies by removing the confounding factors. The spatial and temporal variations of NO2 were visualized for interpretations based on remote sensing. Ultimately, this study applied spatial stratified heterogeneity statistics in time-series analysis: By linking the daily-scale variations of containment measures to NO2 anomalies, we quantified and ranked the contributions of different policies. Such analysis is expected to generate a more reliable and accurate evaluation of the effects of different restriction policies on human activities that reflect NO2 anomalies. It is essential to evaluate how policies can further guide human activities as cities transition to environmental sustainability during their post-epidemic recoveries. Furthermore, this evaluation may help shed light on some uncertainties regarding future global and regional climate responses to polluting gas emissions.

2. Study Area and Data

2.1. Study Area

In this study, Beijing was selected as the study area, as shown in Figure 1. There are three main reasons. Firstly, Beijing is the capital of China, with a large population and highly concentrated economic activities. China was the first country to implement lockdown measures and adopt the “dynamic zero COVID-19” policy (i.e., adjusting policies dynamically, according to the infection situation at the time of writing). This context allows the diversity changes in NO2 before, during, and after policy interferences to be tracked. The difference between the expected NO2 level under “business as usual” conditions and the actual levels during the COVID-19 pandemic can be described as an “anomaly”. Secondly, Beijing has been facing severe air pollution problems compared to other cities in China: NO2 pollutants were reported to have exceeded the standard by 40% in 2013 [19]. The city’s air quality has been improved due to specific control policies in recent years, including promoting new energy vehicles, shutting down high-emission waste factories, imposing a technological transformation [20,21], etc. These types of “structural” control measures may have long-term accumulation effects on NO2, and the geographical location of this city allows it to have four distinct seasons. Thirdly, there are some investigations on this city that can be compared for validation. More specifically, NO2 concentrations derived from TROPOMI in Beijing decreased by 45% in March 2020 [9], while ground-based NO2 concentrations in Beijing decreased by 41.8% compared with the previous 3-year average level and by 33.7% compared to 2019 [22]; one recent study from a global perspective showed that the COVID-19 outbreak explained reductions in NO2, from OMI and TROPOMI, by only 6% on average in China when considering meteorology effects [7]. Another global study based on OMI showed that the NO2 level between January and February saw a drastic reduction, while it was further observed to rise in March and April 2020 [18]. As the spatial heterogeneity of NO2 anomalies has been confirmed, the differences between observations suggest that research findings may vary due to different spatial scales regarding the Modifiable Areal Unit Problem (MAUP) [23]. Moreover, this “dynamic zero COVID-19” policy, as an experimental case, may also provide comparative references to other countries and regions in terms of implementing different policies.

2.2. Data

2.2.1. Ground-Station Data

This study collected in situ station data from the Air Quality Open Data Platform (https://aqicn.org/data-platform/covid19/, accessed on 2008), supported by the World Air Quality Index Project. We obtained NO2 concentration data for the five years before the COVID-19 pandemic (2015–2019) and one year during COVID-19 (2020). The original time series datasets from the Beijing Environmental Protection Monitoring Center (http://zx.bjmemc.com.cn/, accessed on 2017) were used for long-term time-series modelling (see Section 3) and the 5-year average baseline calculation. There are 35 ground stations located in the city currently, where 12 stations are densely located in the main six urban districts and the others are distributed in suburban and rural areas. Each ground station can provide the NO2 concentration measured in micrograms in each cubic meter of air (µg/m3). In this study, daily average NO2 concentration data from all city ground stations were utilized.
The ground monitoring system tracks changes in NO2 levels in real time with hourly or higher temporal resolutions. It usually has long-term observation records, which allow for a better understanding of the long-term trends and seasonal effects on NO2. However, as depicted in Figure 1, the distribution of ground stations may not encompass all regions and only highlights the specific areas with anomalies (particularly in urban areas). Satellites, on the other hand, can observe continuous spatial variations in NO2 that ground-station observations cannot; it thus can fill the gaps between ground monitors, including unmonitored regions where no ground stations are located.

2.2.2. Remote Sensing Observations

Previous studies have demonstrated that TROPOMI measurements, specifically designed for monitoring trace gases, are well correlated with ground-based NO2 data from situ stations [25,26]. However, TROPOMI’s NO2 data were only made available in July 2018, making them unsuitable for long-term analysis, particularly for the 5 years prior to restrictions. Therefore, this study utilized Sentinel-5P satellite data to obtain NO2 data to map urban spatial variations in the years 2019–2020.
The TROPOMI on Sentinel-5P has improved observation capabilities that can provide finer spatial resolution (1 km) imagery of NO2 monitoring. It can provide daily observations with a “column” concentration, that is, tropospheric NO2 column number density (mol/m2), the indicator used in this study. It cannot avoid cloud cover effects; therefore, we filtered out pixels that were fully or partially covered by clouds, using 0.2 as a cutoff for the radiative cloud fraction. The processing of remote sensing data was conducted using the Google Earth Engine (GEE, https://earthengine.google.com/, accessed on 2015) for geospatial analysis with cloud computing. The released NO2 datasets on GEE are Level-2 (L2) data products, which have been calibrated and validated (more data preprocessing information can be found in the user handbook: https://sentinel.esa.int/documents/247904/2474726/Sentinel-5P-Level-2-Product-User-Manual-Nitrogen-Dioxide.pdf, accessed on 10 July 2018).

2.2.3. Climate Data

Apart from anthropogenic effects, the changes in NO2 concentrations were affected by meteorological effects [27] and seasonal variability. Therefore, this study collected the climate datasets of ERA5-Land from 2015 to 2020 from the Copernicus Climate Data Store (https://cds.climate.copernicus.eu/, accessed on 12 July 2019). ERA5-Land is a reanalysis dataset providing a consistent view of the evolution of land variables over several decades at an enhanced resolution. Some meteorological factors were collected, including the temperature of the air at 2 m above the surface of the land, total precipitation, Eastward and Northward components of the wind at a height of ten meters above the surface of the Earth, and pressure (force per unit area) of the atmosphere on the land surface. These data were used to examine the relationship between NO2 concentrations and meteorological conditions.

2.2.4. Daily Policy Tracking Indicators

To examine the relationship between COVID-19 lockdown policies and ground-level NO2 concentrations, we used Oxford University’s COVID-19 Government Response Tracker data (OxCGRT, https://www.bsg.ox.ac.uk/research/research-projects/coronavirus-government-response-tracker#data, accessed on 1 January 2020). This dataset categorizes and grades policy measures according to each country’s intensity and timing of implementation. OxCGRT provides digital indicators based on containment and closure policies, including those directly linked to different social activities (e.g., school and workplace closures, restricted public transport, stay-at-home orders, gathering restrictions, and border measures). We selected policy data from Beijing, China [28] to precisely track which policies were implemented and at what level each day. The focus of the research is to analyze the relationships between policy implementation, dynamic change characteristics, and NO2 emissions using time series analysis and modeling. The containment policies (C1–C8) were selected for analysis (more details can be found in Supplementary Material Figure S1).

3. Methodology

The methodological workflow proposed in this study is shown in Figure 2. The time-series analysis was conducted based on historical ground station datasets from 2015 to 2020 to detect the compounding factors that may affect NO2 changes. By further combining these data with climate data, a time-series prediction regression model was developed to estimate the expected NO2 level of 2020 (no COVID-19 restrictions). The NO2 anomaly between observations and predictions was used to build the Stratified Heterogeneity statistical model (Geodetector) to evaluate the effects of different containment policies. From spatial aspects, Sentinel-5P observational data for 2019 and 2020 were used to capture the distributions of spatial differences of NO2.

3.1. Time Series Modelling

This study first employed time series models to analyze the long-term trends and seasonal effects on NO2 emissions, so as to further determine the extent to which the changes are due to the COVID-19 policy measures. Specifically, using ground-based observation data for the five years before the pandemic, a time series X11 decomposition model was used to detect the change trend and periodic impact characteristics of the long-term series, and a multiple linear regression model was used to build a time series prediction model. Together, this allows the estimation of the NO2 emission curve under “business as usual” conditions, that is, the expected line for 2020 without the intervention of the COVID-19 restriction policies. The time-series analysis and modelling were completed using R.

3.1.1. Decomposition Model

A time series decomposition model was used to detect and decompose a series into a set of unobservable (latent) components that can be associated with different types of temporal variations, for example, (1) a long-term trend, (2) cyclical movements superimposed upon the long-term trend, (3) seasonal variations that represent the composite effect of climatic and institutional events, which regularly repeat each year, and (4) the irregular component (changes in NO2 levels that are unexpected). Since seasonality ultimately results primarily from geographical differences and a whole suite of climatic factors, its impacts on NO2 cannot be modified in a short period of time. Therefore, it is of interest for policy making and evaluation purposes to remove seasonal variations from the original series. The long-term trends affected by local AQ policy apply here as well.
The X11 time series decomposition model was used to determine the trend and seasonality of the time series [29], with the decomposition formula:
y t = T t × S t × R t
where T t represents the smoothed trend term, S t represents the seasonal term, and R t represents the residual term (refers to irregular component).
Using the X11 time decomposition prediction model, the NO2 observation curves can be decomposed into the seasonality curve (natural cycle), long-term trend, and irregular components.

3.1.2. Prediction Regression Model

We employed a multiple linear regression to build a time-series prediction regression model. Trends, seasonal dummy variables (monthly), and climate factors (temperature, precipitation, wind, and surface pressure) were selected as the predictor variables; the dependent variable Y is the logarithm of NO2 data from the ground stations. We used daily data (i.e., 5 years × 365 days of continuous observation data) and monthly data (i.e., 5 years × 12 months of data per year) for the time series regression analysis and evaluated each model’s performance. We modeled these time-series data using a multiple regression model with a linear trend and monthly dummy variables, using the following formula:
y t = β 0 + β 1 x 1 , t + β 2 x 2 , t + + β k x k , t + ε t
where y t is the NO2 variable to be forecast and x i is the predictor variable; here, they refer to three parts, that is, the linear trend, seasonal dummy variables (0~11 for 12 months), and climate variables. The coefficient β i measures the marginal effects of the predictor variables. ε t represents a deviation from the underlying straight line (linear regression) model, thus it captures anything that may affect y t other than x t . Therefore, the conceptual regression formula can also be expressed as:
log N O 2 = t r e n d + s e a s o n + c l i m a t e + ε t

3.2. Geodetector Model

Geodetector is a statistical method to detect Stratified Heterogeneity (SH) and reveal the driving forces behind it, without the assumption of linearity of the association. It was originally developed in the context of medical geography and can be applied to analyze categorical data [30,31]. The term “SH” can refer to either spatial (spatial stratified heterogeneity, SSH) or non-spatial data such as time-series. In this study, the model was used to construct a time series analysis in order to evaluate the impact of different policy intensities and time on NO2 emission anomalies during COVID-19. The time series analysis we performed on these data had a daily granularity. The degree of correspondence between layers X and Y is measured by the power of determinant (q) for a factor X, and the q-statistic is defined as:
q x = 1 h = 1 L N h σ h 2 N σ 2 = 1 S S W S S T
S S T = i N Y i Y ¯ 2 = N σ 2
S S W = h = 1 L i N h Y h i Y ¯ h 2 = h = 1 L N h σ h 2
where the time-series data are composed of N units and are stratified into h = 1, 2, …, L stratum; here it refers to the category of policy measures, so L = 8; stratum h is composed of N h units, in this case, 365 (days for the year of 2020); σ 2 is the population variance; Y i and Y h i represent the value of unit i in the population and in stratum h, respectively; and SSW and SST represent the Within Sum of Squares and the Total Sum of Squares, respectively. The value of q is within [0, 1], and the larger the value of q, the stronger the explanatory power of independent variable X to Y. In other words, a q value indicates that X explains 100 × q% of Y: q = 0 indicates that there is no coupling between Y and X; q = 1 indicates that Y is completely determined by X.
Here, the q statistic is used to explain “which policies have a dominant effect on NO2 emission anomalies and what are their rankings?” The input of the Y value is the difference between the observed value of NO2 in 2020 and the predicted value from the prediction model in Section 3.1.2, which was designed to remove the seasonality and long-term trend sector and to consider the change section due to the COVID-19 policies. X(X1~X8) refers to C1~C8 containment policy implementation and the value (category) is for each policy factor. The input data were processed in a time series format and processed in R.

4. Results and Discussion

4.1. Seasonality and Trend

From the six-time series shown in Figure 3, NO2 concentrations show a certain seasonal distribution pattern (annual periodicity), which is generally at a low level from March to September each year and then has high peaks in winter, especially in November and December. The meteorological factors show obvious seasonal characteristics, especially in the annual periodic changes.
From the X11 time series decomposition in Figure 4, the original NO2 curves on the top consist of multiplying the three components below, that is, trend, seasonal, and irregular components. It can be seen from the figure that after removing the effects of seasonal and irregular components, NO2 showed a downward trend. Moreover, the decomposition shows obvious seasonal periodic features where there is a nearly robust seasonal component, with no big change every year. Seasonality and gradual downward trends were detected, which should not be ignored in terms of analyzing the effects of policy measures on NO2 emissions during COVID-19. The irregular component shows unexpected changes, which may reflect different policies at different times during the COVID-19 pandemic. The residual item is found by subtracting the seasonal item and the trend item from the original time series data. These residual items distributed at each time node reflect disturbances due to certain events or policy measures. The implementation of the strict lockdown policy can be traced to the first half of 2020, from March to July. In addition, a number of significant air quality control measures that were implemented in September 2017 could also be traced on the timeline, for example, the closing of several coal-fired power plants and phasing out of more than 2 million high-emission vehicles. The long-term downward trend may be related to these structural emission reduction policies, which have been implemented in recent years in Beijing.

4.2. Prediction versus Observation

From the time-series prediction model, we obtained the expected NO2 value (prediction results) for the “business-as-usual” condition, as shown in Figure 5. In this case, the time-series prediction covered the seasonality and a downward trend as the above section indicates; comparing the observed NO2 in 2020 and this prediction result gives the NO2 anomaly due to COVID-19 policy interventions. Compared with the prediction line, the observed NO2 in 2020 decreased by 6.03% on average for the whole year, exceeding the expected level. In particular, from March to June 2020, the observed NO2 level was significantly lower than the predicted line, with the largest decrease of 17.04% recorded in March. This period coincided with the implementation of strict lockdown policies; as the pandemic situation improved in the second half of the year, policies were dynamically adjusted, and economic activity gradually recovered. A rebound peak appeared in October and November, showing an even higher NO2 emission than the expected (non-COVID-19) level, though it was still below the 5-year average baseline.
Compared with the 5-year average level, NO2 observed in 2020 was significantly lower, with an average decrease of 14.10% and the largest decrease in March (23.92%). However, it should be noted that since 2018, it has been lower than the baseline. The rebound peak would be hard to detect if only comparing with previous average data and not removing the other factors (seasonality and the downward trend). We also compared the results with the 2019 data. This showed that the expected NO2 levels in 2020 would be expected to decrease by 2.68%, while the actual NO2 levels in 2020 decreased by 8.60%. Table 1 presents a more detailed comparison between observed and expected values.

4.3. Interpretations from Remote Sensing

The differences in the spatial distribution of NO2 were detected using remote sensing data. Using spatial raster calculations between 2019 and 2020, the spatial NO2 changes show where decreases and increases have taken place (Figure 6). The findings indicated that the implementation of the policy had the greatest impact on economically developed and densely populated urban areas, as the urban areas maintained a consecutive and significant reduction of NO2 from February to July 2020, particularly in the northern urban areas of Beijing. On the other hand, suburban areas with lower population density and less economic activity experienced less change.
From August to December 2020, NO2 in some places increased but declined in other places, which is evident from the remote sensing data but is not reflected in the average aggregated data from the ground monitor. For example, the line graphs of NO2 levels measured with ground-station data show that there was a NO2 rebound anomaly in November 2020, which was higher than the expected results, while the remote sensing data showed where the spatial differences were. This may indicate that some conditional economic recovery activity (coexistence with the pandemic mode) led to the spatial heterogeneity of production activities.
Interpreted from the satellite observation, from September to December, it also showed that NO2 concentrations in the urban center area primarily decreased, while the southern urban area showed an increasing trend. This increase may be related to flight activity following the reopening of Daxing International Airport and the recovery of industrial activity. In addition, winter heating related to burning fossil fuels may also account for the high levels in November and December 2020.

4.4. Quantifying Different Policy Effects on NO2 Anomalies

The model results show that the dominant factors and level of influence of factors can be ranked according to their q values, namely, C2 > C5 > C1 > C3 > C6 > C7 > C8 > C4, as Table 2 shows. Note that the “dominant” factor here means that when it has a larger q value, it will have a relatively larger impact than other factors.
Specifically, among the measures, C2 “Workplace closing” had the greatest effect, explaining 54.8% of the NO2 anomaly. This is likely because the C2 policy directly affected people’s commuting activities. The second most influential policy was C5 “Close public transport”, which explained 52.3% of the NO2 anomaly. This is consistent with many existing studies, which find that the transportation sector affected reductions in NO2 during the COVID-19 pandemic [10,11]. The third dominant factor is C1 “School closing”, where school closure measures explained 46.4% of the NO2 anomaly. This was similar to the influence of C3 “Cancel public events” (44.8% explained). The fifth explanatory variable was C6 “Stay at home requirements”, which explained 42.1% of the NO2 anomaly. The top five dominant factors are all related to people’s travel activities.
The sixth explanatory variable was C7 “Restrictions on internal movement”, that is, restricting people’s movements within the city. After the implementation of the green code system and the precise division of high-, medium-, and low-risk areas in Beijing, this measure primarily refers to restricting the flow of people from high-risk areas to other areas. At the same time, people in non-high-risk areas were also advised not to travel to high-risk areas unless necessary. The last two impact factors are C8 “International travel controls”, which restricted international flights, and C4 “Restrictions on gatherings”, which restricted population gatherings of different sizes. These last three policy factors were once considered to be the most effective means of controlling the spread of the virus, but under the “dynamic zero-COVID” policy in China, these policy measures have had the least impact on the reduction of NO2 emissions. This indicates that controlling the routine activities within the city had a higher impact on NO2 changes than controlling inter-city activities.
Significant differences can be seen between the levels of implementation of the various policies, that is, when a policy is not taken (e.g., no measures = 0), not enforced (e.g., recommended = 1), and enforced (e.g., different intensity for 2~4). However, the conditional threshold and limit size of the specific levels of implementation need further exploration. For example, our preliminary results show that the impact of C2, level 2 (require closing (or working from home) for some sectors or categories of workers) is the most important, rather than all closing or other levels. Another example can be seen in the differences in the levels of C4 “Restrictions on gatherings”, where the effect was most pronounced when the population size was limited to less than 100 people. Further research is needed on how to design the effective policy threshold for guiding a new balance between low air pollution and people’s lifestyles, as well as other policymaking objectives.

4.5. Discussion

Taking the 5-year average level as a baseline, our results show a reduction of 14.10% due to COVID-19 policy measures. Compared with existing research, it is significantly less than the 30%~40% reduction suggested in [9,11] at the city level, but the value is closer to the national average level by 6% [5] although the spatial-temporal records show differences between national and regional scales. Beyond the effects of policies on NO2 anomalies widely discussed in many studies [7,8,18], this study also identified the top three measures that have dominant effects on urban NO2 levels: C2 “Workplace closure”, C5 “Restricted public transport usage”, and C1 “School closure”, accounting for 54.8%, 52.3%, and 46.4%, respectively. These three dominant policies were linked to restrictions on commuting activities, transportation, and education activities, respectively, which were likely to mitigate traffic congestion pressures in this city. By analyzing the contributions of different behavioral constraints to the NO2 anomalies, we can speculate and reflect on the problems of urban structure and spatial development imbalances in Beijing, that is, the mismatch of employment and housing (determined by commuting patterns), educational inequality, and the long-term unsolved congestions, as discussed in previous studies [32,33]. This convincing evidence influenced the top three corresponding restriction policies; in other words, promoting the transformation of urban spatial structure will effectively alleviate air pollution. Now we have the chance to boost the urban shift to environmental sustainability goals, as cities have become more flexible and open to change than in the past in regard to urban planning and environmental management for post-pandemic recovery.

5. Validation

We evaluated the effectiveness of the model from each indicator shown in Figure 7. In the process of model selection and calculation, we processed all data as time series data. First, we selected climate data (temperature, precipitation, wind, and surface pressure) as the independent variables, as has been performed for regression modelling for air pollution estimates in many studies. We simulated daily and monthly data, respectively, and found that the R2 of monthly data (R2 = 0.51) performed better than the daily data fitting results (R2 = 0.34); however, the model fitting results were not good enough for our prediction goals. Combined with the X11 time series decomposition model, it was further found that the climate data exhibits certain seasonal components, which are primarily of a cyclical nature, as can be seen in Figure 3; this was especially evident with the monthly data. We, therefore, defined a trend term and seasonal dummy term for the multiple linear regression model in order to conduct the time-series prediction. The results showed that the monthly data fitting result has a better performance than previous experiments (R2 = 0.80).
Since we used historical time-series data, the best method of validation is to use historical data from 2015–2018 as training data for prediction and to use 2019 observation data as verification (testing) data to compare that with the expected value from the model prediction results for 2019. The comparison results show that the overall accuracy reaches 97.71%. Figure 7 shows the validation results, and it fits well.
This study confirmed the consistency between satellite and ground data by using a linear regression model. Although different instruments and sensors were used to measure NO2 levels, the changes observed were relatively consistent and significantly correlated (R2 = 0.65), as shown in Figure 8. However, it is important to note that ground station data provide measurements at discrete points, resulting in non-continuous monitoring of the surface, and thus cannot reflect the spatial variations of NO2 across the entire city. In contrast, satellite monitoring provides continuous observations of NO2 concentrations in a “column” over urban space. This can lead to deviations in results when considering average, aggregated monthly correlation. The different spatial conditions, according to the mechanisms of air mass factor transmission, can also contribute to these deviations. Specifically, some models developed for converting satellite column data to ground-level concentrations, such as the GEOS-Chem chemical transport model (https://geos-chem.seas.harvard.edu/, latest version accessed on 1 February 2023), have taken into account complex atmospheric transfer properties and a range of atmospheric conditions. It has been found that the shape factors of NO2 have significant variability [34], with peaks near the surface in urban regions due to local pollution sources and in the upper troposphere in remote regions due to lightning.

6. Conclusions

In this study, we employed time-series decomposition and regression-prediction models to evaluate the effects of COVID-19’s different containment policies on NO2 anomalies in Beijing, China. Unlike most previous studies, we detected the effects of seasonality and a long-term downward trend on NO2 changes and excluded them for analysis. This model design aimed to identify the specific effects due to lockdown measures. The results showed that observed changes exceeded expectations, with NO2 decreasing by −6.08% on average every year, and as much as −17.04% (95% CI, −7.71%~−24.67%, p < 0.001) in March 2020 when the strictest lockdown measures were in place. When compared with previous studies, our results are lower than most existing studies; It suggested that air quality policies and the local context should not be ignored when assessing the impacts of COVID-19 policies on changes in pollutant levels, and policymakers should beware of exaggerating the effects of the COVID-19 restrictions on the NO2 anomaly. In addition, the main novelty and contributions also lie in that this study succeeds in elucidating the differences in human activity containment and quantifying their contributions to NO2 anomalies.
Information about factors that reduce NO2 emissions during COVID-19 can be helpful in designing policy responses. As seen in this study, the restrictions on human activities, especially those related to transport, played a dominant role in the observed reduction of NO2. By removing seasonal and trend impacts, the study revealed that NO2 levels rebounded in the second half of 2020, especially in October and November, with peaks appearing in November earlier than in previous years (higher than expected according to the natural cycle). This suggests that the government’s recovery policies, for example, to stimulate production activities, should also take into consideration the “retaliatory” emissions. This study is expected to help decision-makers to identify the effects and sensitivity of NO2 to different policy responses, thereby allowing them to enact more precise policies that balance air pollution control and measures to support post-COVID-19 recovery. We have identified the dominant policies and assessed their corresponding magnitudes of influence at the urban-scale level. This evidence may help other regions to examine the impact of their own policies.
The complementary of historical ground-based data with satellite datasets enables a more comprehensive evaluation of NO2 anomalies than monitoring with a single source, by leveraging the strengths of both monitoring datasets. More specifically, in this study, the available long-term ground-station observation data are used to construct a time-series model to eliminate compound and mixed effects, such as seasonal and structural emission control effects, to extract partial anomalies attributed to strict policy measures. The current Sentinel 5P has no such long historical records prior pandemic applicable for temporal analysis, and here it was mainly used to map spatial variations of NO2 in 2019–2020 and helped with better interpretations of the time-series results. In addition, the ground station data represent measurements at discrete points, providing non-continuous surface monitoring, and cannot reflect the spatial distribution or variations of NO2. Instead, satellite monitoring enables continuous observation of NO2 concentrations in “column” over space, though it is not analogous to ground-station monitoring. In particular, it can detect the spatial heterogeneity of the NO2 level and give spatially resolved information for the urban structure that single ground monitors or aggregated average data cannot reflect, as we discussed in Section 4.3. With advancements in satellite technologies, the TROPOMI satellite instrument can infer ground-level NO2 concentrations at a finer spatial resolution using specific models and obtain continuous observations over a longer duration.
This study focused on evaluating the effects of pandemic restrictions on NO2 anomalies, but it also has some limitations. One is that the forecast of atmospheric trace gases is a complex task, which requires expert knowledge in atmospheric sciences. This calls for greater cooperation between researchers in different fields in the future. Furthermore, the study used monthly average data to detect NO2 anomalies during COVID-19 and the model results were well-fitted, while the analysis and simulations for daily changes in NO2 require more complex models, which can handle a 5-year time scale or even longer, as well as the effects of emerging events, climate change, and other uncertainties. Some less obvious potential sources of pollution should also be given more attention. For example, telecommuting decentralized office activities and reduced travel activities, but stay-at-home orders are likely to have increased households’ consumption of energy. Another consideration is whether less usage of public transport will increase the demand for private cars and generate more pressure on air quality. Next, comparison studies between countries will be conducted to explore different policy-driven forces, and the applications of this methodology may further examine the variability over regions and time. It would also be useful to fine-tune these methods to assess the policy sensitivity of other types of air pollutants.

Supplementary Materials

The following supporting information can be downloaded at: https://www.mdpi.com/article/10.3390/rs15041068/s1, Table S1: Containment and closure policies and Figure S1: The timeline and degree/intensity of implementation of C1–C8 series policies related to containment of human activities (eight categories, 0–4 levels).

Author Contributions

Conceptualization and methodology: J.K. and B.Z. Data analysis and visualization: J.K. and B.Z. Writing original draft: J.K. and B.Z. Review and editing: J.K., J.Z. and A.D. All authors have read and agreed to the published version of the manuscript.

Funding

This research was supported by the Key Project of the National Natural Science Foundation of China (Grant No. 52130804), the USDOT Tier 1 University Transportation Center “Cooperative Mobility for Competitive Megaregions” (CM2) (USDOT Award No. 69A3551747135).

Data Availability Statement

The data source and processing platform have been mentioned in Section 2. People can download the data from the link shared in this paper.

Acknowledgments

We are very grateful to the Beijing Environmental Protection Monitoring Center and World Air Quality Index Project, the Copernicus Program Sentinel-5P developed by European Space Agency, Oxford University’s COVID-19 Government Response Tracker Project, and Google Earth Engine for providing the open data and cloud computing platform in this research. We would like to thank the Geodetector developers for sharing their software resources. We owe a debt of gratitude to Zhongjie Lin of the University of Pennsylvania for his input to this paper from an urban spatial planning perspective. We thank Jenny Yamamoto for the English editing support.

Conflicts of Interest

The authors declare no conflict of interest.

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Figure 1. Map of study area, overlay with Air Quality (AQ) ground-station distributions (the green points). The built-up areas from [24] represent the urban extent in general; the ring roads witnessed the development and expansion of the city, which can help with understanding the urban, suburban, and rural areas of the city. In particular, the areas within the second ring road are the historic urban centers, while the sixth ring road is currently the outermost ring road.
Figure 1. Map of study area, overlay with Air Quality (AQ) ground-station distributions (the green points). The built-up areas from [24] represent the urban extent in general; the ring roads witnessed the development and expansion of the city, which can help with understanding the urban, suburban, and rural areas of the city. In particular, the areas within the second ring road are the historic urban centers, while the sixth ring road is currently the outermost ring road.
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Figure 2. Overview of the methodological workflow.
Figure 2. Overview of the methodological workflow.
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Figure 3. Initial analysis graph based on characteristics of monthly average of NO2 emissions from 2015 to 2019 and meteorological factors (temperature, precipitation, wind, surface pressure) in Beijing China. lgno2 represents the logarithm of NO2, uwind represents Eastward component of the 10 m wind, vwind represents Northward component of the 10 m wind, and precipi represents precipitation.
Figure 3. Initial analysis graph based on characteristics of monthly average of NO2 emissions from 2015 to 2019 and meteorological factors (temperature, precipitation, wind, surface pressure) in Beijing China. lgno2 represents the logarithm of NO2, uwind represents Eastward component of the 10 m wind, vwind represents Northward component of the 10 m wind, and precipi represents precipitation.
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Figure 4. Decomposition of multiplicative time series of observed NO2 data from 2015 to 2020 based on ground station data. The top graph is the original observed NO2 data, consisting of trend, seasonal, and irregular components (the three bottom terms).
Figure 4. Decomposition of multiplicative time series of observed NO2 data from 2015 to 2020 based on ground station data. The top graph is the original observed NO2 data, consisting of trend, seasonal, and irregular components (the three bottom terms).
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Figure 5. Comparison between observation and expectation (prediction line). The multiple linear regression model prediction line (blue line with buffer range) is shown as the base map (the light blue buffer is the 95% confidence interval), superimposed on the previous 5-year average as the reference baseline (grey blue line, namely, 5yrMean) and the regression simulation fitting curve (light grey line), compared to the actual observed value (red line).
Figure 5. Comparison between observation and expectation (prediction line). The multiple linear regression model prediction line (blue line with buffer range) is shown as the base map (the light blue buffer is the 95% confidence interval), superimposed on the previous 5-year average as the reference baseline (grey blue line, namely, 5yrMean) and the regression simulation fitting curve (light grey line), compared to the actual observed value (red line).
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Figure 6. Changes in NO2 levels comparing the years 2019 and 2020, using the monthly average data of tropospheric NO2 column number density (mol/m2) from Sentinel 5P. The changes or differences are calculated by taking 2020 levels minus the same period in 2019. The satellite observation data show the spatial heterogeneity (different spatial distributions) of NO2 levels at 1 km spatial resolution.
Figure 6. Changes in NO2 levels comparing the years 2019 and 2020, using the monthly average data of tropospheric NO2 column number density (mol/m2) from Sentinel 5P. The changes or differences are calculated by taking 2020 levels minus the same period in 2019. The satellite observation data show the spatial heterogeneity (different spatial distributions) of NO2 levels at 1 km spatial resolution.
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Figure 7. Model performance assessment results and the residuals analysis of the time-series multi-linear regression prediction model. (a) The validation results in terms of using the data for 2015–2018 for training and the 2019 observation data for comparison. (b) A time plot, the ACF, and the histogram of the residuals from the multiple regression model fitted to the NO2 data, as well as the Breusch–Godfrey test for jointly testing up to 16th-order autocorrelation. The histogram shows that the residuals seem to be slightly skewed, which may also reflect the coverage probability of the prediction intervals.
Figure 7. Model performance assessment results and the residuals analysis of the time-series multi-linear regression prediction model. (a) The validation results in terms of using the data for 2015–2018 for training and the 2019 observation data for comparison. (b) A time plot, the ACF, and the histogram of the residuals from the multiple regression model fitted to the NO2 data, as well as the Breusch–Godfrey test for jointly testing up to 16th-order autocorrelation. The histogram shows that the residuals seem to be slightly skewed, which may also reflect the coverage probability of the prediction intervals.
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Figure 8. The correlation between the ground station NO2 concentration and Satellite observed tropospheric NO2 column number density. The analysis was based on 42 monthly average data from July 2018 to December 2021 as the NO2 column was released by Sentinel 5P in July 2018. The ground monitor unit was multiplied by 105 in the figure.
Figure 8. The correlation between the ground station NO2 concentration and Satellite observed tropospheric NO2 column number density. The analysis was based on 42 monthly average data from July 2018 to December 2021 as the NO2 column was released by Sentinel 5P in July 2018. The ground monitor unit was multiplied by 105 in the figure.
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Table 1. Comparison of results between observations and expected trend.
Table 1. Comparison of results between observations and expected trend.
MonthPredicted 2020 (95% CI)Observ 20195-yr BaselineObserv
2020
Predicted 2020-Observ 2019Observation-Prediction 2020Observation
2020–2019
Observation-5 yr-Baseline
January1.312 ± 0.131.385 1.4261.285−5.32%−2.07%−7.25%−9.93%
February1.192 ± 0.131.247 1.3051.114−4.42%−6.52%−10.63%−14.65%
March1.285 ± 0.131.268 1.4011.0661.32%−17.04%−15.95%−23.92%
April1.198 ± 0.131.200 1.3101.056−0.10%−11.92%−11.97%−19.45%
May1.163 ± 0.131.221 1.2721.038−4.79%−10.78%−15.01%−18.42%
June1.124 ± 0.131.123 1.2351.0040.07%−10.61%−10.58%−18.67%
July1.098 ± 0.131.131 1.2091.018−2.88%−7.33%−9.98%−15.81%
August1.064 ± 0.131.120 1.1751.043−5.05%−1.99%−6.91%−11.26%
September1.198 ± 0.131.238 1.3151.135−3.23%−5.30%−8.32%−13.73%
October1.266 ± 0.131.320 1.3771.317−4.10%+4.05%−0.19%−4.36%
November1.330 ± 0.131.351 1.4411.342−1.56%+0.94%−0.66%−6.84%
December1.348 ± 0.131.376 1.4761.297−2.05%−3.82%−5.77%−12.13%
Average Reduced by −2.68%−6.03%−8.60%−14.10%
Note: Observ represents observation. Observation minus Prediction is comparison for 2020.
Table 2. q-statistics of different policy factors.
Table 2. q-statistics of different policy factors.
Containmentqp ValuePolicy Intensity (Sig t Test: 0.05)
Policy Measures01234
C1 School closing0.4640.0000.0280.0100.087 #0.131--
C2 Workplace closing0.5480.0000.0280.0150.122 #0.051--
C3 Cancel public events0.4480.0000.0280.0250.119 #----
C4 Restrictions on gatherings0.1480.0000.0540.0910.127 #----
C5 Close public transport0.5230.0000.0180.120 #------
C6 Stay at home requirements0.4210.0000.0280.0230.116 #0.044--
C7 Restrictions on internal movement0.2890.0000.0280.0430.120 #----
C8 International travel controls0.1530.0000.0280.0720.0630.0200.092 #
Note: The range of 0 to 4 represent the different policy intensity. In general, for example, 0 means no measures; 1 represents recommendations; 2~4 refer to different requirements of the policy. The right six column show average NO2 anomaly observed in each sub-stratum under each Ci (I = 8). # means this sub-stratum has a statistically significant difference in the average anomaly incidence, having the highest effects on NO2 anomaly compared with others.
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MDPI and ACS Style

Kang, J.; Zhang, B.; Zhang, J.; Dang, A. Quantifying the Effects of Different Containment Policies on Urban NO2 Decline: Evidence from Remote Sensing and Ground-Station Data. Remote Sens. 2023, 15, 1068. https://doi.org/10.3390/rs15041068

AMA Style

Kang J, Zhang B, Zhang J, Dang A. Quantifying the Effects of Different Containment Policies on Urban NO2 Decline: Evidence from Remote Sensing and Ground-Station Data. Remote Sensing. 2023; 15(4):1068. https://doi.org/10.3390/rs15041068

Chicago/Turabian Style

Kang, Jing, Bailing Zhang, Junyi Zhang, and Anrong Dang. 2023. "Quantifying the Effects of Different Containment Policies on Urban NO2 Decline: Evidence from Remote Sensing and Ground-Station Data" Remote Sensing 15, no. 4: 1068. https://doi.org/10.3390/rs15041068

APA Style

Kang, J., Zhang, B., Zhang, J., & Dang, A. (2023). Quantifying the Effects of Different Containment Policies on Urban NO2 Decline: Evidence from Remote Sensing and Ground-Station Data. Remote Sensing, 15(4), 1068. https://doi.org/10.3390/rs15041068

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