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Article

A Synthetic Difference-in-Differences Approach to Assess the Impact of Shanghai’s 2022 Lockdown on Ozone Levels

1
SILC Business School, Shanghai University, Shanghai 201800, China
2
State Environmental Protection Key Laboratory of Environmental Pollution and Greenhouse Gases Co-Control, Chinese Academy of Environmental Planning, Beijing 100041, China
3
Faculty of Management and Economics, Universidad de Santiago de Chile, Santiago 8320000, Chile
4
School of Environmental and Chemical Engineering, Shanghai University, Shanghai 200444, China
5
Department of Economics, Katholieke Universiteit Leuven, 3000 Leuven, Belgium
*
Authors to whom correspondence should be addressed.
Sustainability 2025, 17(15), 6997; https://doi.org/10.3390/su17156997 (registering DOI)
Submission received: 5 June 2025 / Revised: 15 July 2025 / Accepted: 16 July 2025 / Published: 1 August 2025

Abstract

Promoting sustainable development requires a clear understanding of how short-term fluctuations in anthropogenic emissions affect urban environmental quality. This is especially relevant for cities experiencing rapid industrial changes or emergency policy interventions. Among key environmental concerns, variations in ambient pollutants like ozone (O3) are closely tied to both public health and long-term sustainability goals. However, traditional chemical transport models often face challenges in accurately estimating emission changes and providing timely assessments. In contrast, statistical approaches such as the difference-in-differences (DID) model utilize observational data to improve evaluation accuracy and efficiency. This study leverages the synthetic difference-in-differences (SDID) approach, which integrates the strengths of both DID and the synthetic control method (SCM), to provide a more reliable and accurate analysis of the impacts of interventions on city-level air quality. Using Shanghai’s 2022 lockdown as a case study, we compare the deweathered ozone (O3) concentration in Shanghai to a counterfactual constructed from a weighted average of cities in the Yangtze River Delta (YRD) that did not undergo lockdown. The quasi-natural experiment reveals an average increase of 4.4 μg/m3 (95% CI: 0.24–8.56) in Shanghai’s maximum daily 8 h O3 concentration attributable to the lockdown. The SDID method reduces reliance on the parallel trends assumption and improves the estimate stability through unit- and time-specific weights. Multiple robustness checks confirm the reliability of these findings, underscoring the efficacy of the SDID approach in quantitatively evaluating the causal impact of emission perturbations on air quality. This study provides credible causal evidence of the environmental impact of short-term policy interventions, highlighting the utility of SDID in informing adaptive air quality management. The findings support the development of timely, evidence-based strategies for sustainable urban governance and environmental policy design.

1. Introduction

Accurately and timely assessing the impact of short-term emission changes on air quality is vital for advancing environmental sustainability and protecting public health. These changes can arise from natural occurrences, such as forest wildfires [1,2,3], as well as from changes in anthropogenic activities. An example of the latter is the temporary emission control measures implemented during major events to ensure good air quality (e.g., [4,5,6]). For instance, Wang et al. demonstrated that implementing mobile source emission controls in the 2008 Beijing Olympic games—such as restrictions on high-emitting vehicles and alternate day driving for private cars—resulted in a 46% reduction in NOx emissions and a 57% reduction in non-methane volatile organic compound (NMVOC) emissions [7]. Xu et al. found that concentrations of criteria air pollutants showed significant reductions at urban (20–60%) and rural (18–57%) sites during the Asia Pacific Economic Cooperation (APEC) Summit [8]. Additionally, the Chinese government has established emergency plans during periods of heavy pollution, which typically encompass a series of short-term control measures aimed at mitigating the adverse impacts of air pollution [9,10]. Another noteworthy instance of short-term emission changes is the abrupt reduction in emissions during the COVID-19 lockdown [11,12,13]. During this period, stringent measures were enforced to curb the spread of the virus, leading to notable changes in the concentrations of airborne pollutants, including ozone (O3), nitrogen dioxide (NO2), carbon monoxide (CO), particulate matter (PM2.5 and PM10), and sulfur dioxide (SO2) [14,15]. In particular, the 2022 lockdown in Shanghai differs markedly from the 2020 lockdowns. It occurred during a much warmer season (April to May), which is more conducive to ozone formation, and was limited to Shanghai, while neighboring cities in the Yangtze River Delta (YRD) region did not implement similar restrictions. During this period, the maximum daily 8 h average (MDA8) O3 concentration in Shanghai increased by 32.8% compared to the pre-lockdown period. The number of exceedance days (MDA8 O3 > 160 μg/m3) was also the highest since 2019 (see Figure S1). The timely evaluation of the causal impact (i.e., the change in air quality directly attributable to the lockdown, rather than to other confounding factors like meteorology) of these emission changes on air quality is of great importance to policymakers [16,17]. Such assessments enable them to assess the unintended consequences of control strategies and refine their design to better align with the goals of environmental sustainability and public health resilience.
Coupled three-dimensional meteorology and chemical transport models have been extensively employed to evaluate the impact of short-term emission changes on air quality (e.g., [18,19,20,21]). In this approach, the magnitude of emission changes is first quantified, followed by parallel simulations that utilize various emission scenarios to differentiate the effects of meteorology variations from those of emission changes on the concentration of air pollutants. However, this method faces two major limitations. One limitation pertains to the accurate estimation of short-term changes in emissions. Additionally, this approach is often time-consuming and resource intensive, which considerably hampers the timeliness of the results.
Statistical methods, such as the difference-in-difference model (DID), have been applied to investigate the impacts of policy intervention on air pollutants. This technique offers the advantage of controlling for meteorological factors or social influences [16,17]. Specifically, the DID model compares changes in air pollutant concentrations between a treatment unit affected by the policy intervention and a control unit that is not. This comparison enables researchers to isolate the causal effects of the intervention on pollution levels while accounting for unobserved factors that may influence both groups over time. However, the traditional DID model faces challenges such as heterogeneous treatment effects, where the impact of the intervention may vary across units, and the parallel trend assumption, which requires treated and control groups to follow similar pre-intervention trends. Violations of these conditions can lead to biased estimates and potentially misleading conclusions [22,23]. To address these limitations, the synthetic control method (SCM; [24,25,26]) approach has been developed. The SCM approach improves the matching between the treated unit and its counterfactual, thereby reducing the reliance on the parallel trend assumption. For instance, Cole et al. employed the augmented SCM to assess the impact of the COVID-19 lockdown in Wuhan on pollutant levels [27]. Nevertheless, the SCM may yield unreliable estimations if the outcome trajectory of the synthetic unit does not closely align with that of the treatment unit before the intervention. Recently, the synthetic difference-in-differences (SDID) approach, introduced by Arkhangelsky et al., integrates features from both DID and SCM, resulting in more robust and accurate estimations [28,29,30]. Compared to DID, SDID lessens the reliance on parallel trend assumptions by creating a new synthetic counterfactual using unit-specific and time-specific weights. Furthermore, SDID enhances the SCM by addressing the issue of imperfect overlap in pretreatment periods through the use of time-specific weights and incorporating an intercept term, which adds flexibility and ensures the stability of SDID estimates.
In this study, we employ a two-step SDID methodology to evaluate the impact of the 2022 Shanghai lockdown (2022 LCD) on ground-level ozone (O3) concentrations as a case study. Ground-level O3 is a secondary air pollutant known to have adverse effects on human health, crop yields, and vegetation [31,32,33,34]. By comparing the observed O3 concentrations in Shanghai to a synthetic counterfactual based on a weighted average of other cities in the YRD region that did not undergo a lockdown, we are able to more accurately attribute the changes in air quality to the lockdown itself. This application of the SDID method in this context underscores its efficacy in assessing the impact of short-term emission changes on air quality, providing valuable insights into the causal effects of policy interventions and their broader implications for sustainable environmental management, public health, and economic resilience.

2. Materials and Methods

2.1. Meteorological Normalization Based on Random Forest

In this study, we applied a meteorological normalization method to remove the confounding effects of weather conditions on O3 concentrations following previous studies [35,36]. Briefly, for each of the 41 prefecture-level cities in the YRD region, a random forest (RF) model was built to predict O3 concentration using input predictor features, including time variables (day of the year, day of the week, and hour of the day) and meteorological parameters (wind speed, temperature, relative humidity, and pressure) during 2018–2022. The observed dataset was randomly divided into a training set (80%) and a test set (20%) to facilitate model training and evaluation [37,38]. Table S1 summarizes the model performance for each city. The weather normalization was performed by randomly sampling 1000 sets of meteorological variables from the historical meteorological data set to create a new data set for O3 prediction, and 1000 predicted O3 concentrations were averaged to obtain the deweathered O3 concentration, which represents the O3 level after removing the influence of meteorological variability. Similar to the approach used by Vu et al., input meteorological data were sampled from four weeks (i.e., two weeks before and two weeks after the target date) while the hour of the day was fixed, therefore keeping the seasonal as well as the diurnal patterns of O3 concentration [36].
Hourly concentrations of six criteria air pollutant concentrations (SO2, NO2, CO, O3, PM10, and PM2.5) observed at 41 national air quality monitoring stations and four meteorological variables (temperature, wind speed, relative humidity, and pressure) measured at 41 meteorological stations in the YRD region from 1 February to 31 May in 2022 were obtained from an open-access repository (https://quotsoft.net/air/, last accessed on 7 May 2023). Tables S2 and S3 list the location of the stations. Observed concentrations of different air pollutants were aggregated to the city level by averaging multiple stations within each city.

2.2. Synthetic Difference-in-Differences (SDID) Approach

The SDID approach introduced by Arkhangelsky et al. is an extension of the SCM [28]. The SCM could produce biased estimates due to the imperfect overlap in pretreatment periods. SDID addresses the identification challenges posed by the traditional DID method and mitigates the issue of imperfect overlap in pretreatment periods encountered in the SCM using both unit-specific weights and time-specific weights. Figure 1 demonstrates an example of mismatched pre-LCD periods. The absence of overlap between the green (SCM counterfactual) and red (Treatment unit) lines potentially leads to biased estimates. By assigning greater weights to the most recent pre-LCD periods, SDID can effectively minimize the bias of the time trends among the counterfactual and the treatment unit surrounding the implementation timing. Figure 1 also demonstrates the SDID counterfactual running parallel to the trend of the treatment unit in the pre-LCD periods, thereby reducing the bias associated with the SCM.
In this study, we have a balanced panel with 41 cities and 120 days (1 February–31 May). Tpre represents the pre-LCD periods (1 February–25 March), while Tpost represents the 2022 LCD periods (26 March–31 May). Nco denotes the control units, including the remaining cities in the YRD region except Shanghai, and Ntr equals NNco, representing the treated unit (i.e., Shanghai). The weights ω ^ n S D I D align the trends in the untreated units with the pre-LCD trends in the treated unit. For example, n = 1 N c o   ω ^ n S D I D Y n t N t r 1 n = N c o + 1 N t r Y n t for t = 1, …, Tpre. The time weights of λ ^ t S D I D minimize the gap between the pre-LCD and 2022 LCD periods for the control units. For example, t = 1 T p r e   λ ^ t S D I D   Y n t T p o s t   1 t = T p r e + 1 T p o s t Y n t for n = 1, …, Nco.
To estimate the causal relationship between the 2022 LCD and changes in O3 concentrations, we specified the corresponding regression model for SDID as follows:
τ ^ S D I D , μ ^ , α ^ , β ^ = a r g m i n n = 1 N t = 1 T ( Y n t μ α n β t W n t τ ) 2 ω ^ n S D I D λ ^ t S D I D
where O3 concentration for unit n in period t is denoted by Y n t , and exposure to the 2022 LCD is denoted by W n t 0,1 . α n and β t are unit-fixed effect and time-fixed effect, respectively. The weights of ω ^ n S D I D and λ ^ t S D I D are used to calculate a weighted average of O3 concentrations in the control units, simulating a comparable counterfactual O3 concentration in Shanghai. This approach enables us to estimate the average treatment effect (ATE) of the 2022 lockdown, which refers to its impact on deweathered O3 concentrations. The estimated effect is denoted by τ ^ S D I D . The “synthdid” R package was utilized in R version 4.4.3 to implement the SDID approach (https://synth-inference.github.io/synthdid, accessed on 15 March 2023). A comprehensive description of the methodology can be found in Arkhangelsky et al. [35].
In order to assess the causal impact of the 2022 LCD on O3 concentration, the MDA8 O3 concentration (hereafter O3 unless specified) in Shanghai was designated as the treatment unit, while the O3 concentration in the remaining 40 cities in the YRD region served as the control units. The selection criteria for control units in the SDID model include the following factors: (1) the absence of similar interventions to the 2022 LCD, (2) no significant idiosyncratic shocks to the O3 concentration during the 2022 LCD, and (3) similarity to Shanghai in relevant characteristics such as emission levels and meteorological conditions. Following the methodology outlined by Abadie et al., we backdated the intervention date to 26 March 2022, two days before the official announcement (28 March 2022) of the lockdown to account for the possibility of an anticipation effect on local air pollution levels [39]. We also implemented a pre-intervention duration from 1 February to 25 March 2022 to ensure a sufficient pretreatment period.
To check the robustness of the main empirical results, we implemented a placebo test by introducing simulated starting lockdown dates and hypothetical treatment units. Subsequently, we conducted this test while excluding geographically adjacent regions susceptible to the influence of Shanghai’s 2022 lockdown.

2.3. Estimating the Health Impact and Economic Costs

The estimation of total premature mortalities attributable to elevated O3 concentration exposure in Shanghai during 2022 LCD is calculated based on the following widely used exposure–response functions:
R R = exp   β × C C 0
M = f p × P × [ ( R R 1 ) R R ]
where β is the exposure–response coefficient, with values derived from the long-term epidemiological study by Turner et al. and cardiovascular and respiratory mortality by Lim et al. [40,41]. For an increase of 10 μg/m3 in O3 concentration, the β value was determined as 0.29% (95% CI: 0.1 to 0.5%) for cardiovascular disease, 0.39% (95% CI: 0 to 0.86%) for respiratory disease, and 0.19% (95% CI: 0.1% to 0.39%) for all-cause mortality (Table 1). The exposed O3 concentration C represents the deweathered concentration, whereas C0 denotes the minimum risk exposure level, which is set at 26.7 ppb [40]. Equation (2) calculates the relative risk (RR) of cardiovascular and respiratory disease mortalities, along with a 95% confidence interval [42,43,44,45]. ∆M represents the number of premature deaths resulting from elevated O3 concentration; fp denotes the baseline incidence rate obtained from the China Health Statistical Yearbook 2022 compiled by the National Health Commission of the People’s Republic of China (http://www.nhc.gov.cn, accessed on 17 May 2023); P denotes the population data of Shanghai obtained from the website of the Shanghai Municipal Bureau of Statistics (https://tjj.sh.gov.cn, accessed on 6 February 2023). More details for the parameters used in Equations (2) and (3) can be found in a previous study [43]. We first estimated premature mortality attributed to O3 exposures throughout the 2022 LCD using deweathered O3 concentrations in Shanghai. Subsequently, this concentration undergoes an adjustment using the O3 concentrations in synthetic Shanghai from the SDID model, representing the average O3 concentration under the assumption of no lockdown. The differences in the premature mortality estimated based on these two O3 concentrations (observed and adjusted) are considered premature deaths associated with the 2022 LCD.
The value of statistical life (VSL) has been used to evaluate the economic costs of O3 exposure mortalities [46,47]. It serves as a monetary measure reflecting individuals’ willingness to pay to prevent diseases caused by elevated ozone concentration. In this study, we applied the benefits transfer method to estimate the city-specific VSL from Shanghai by adjusting the per capita GDP and price index. VSL is affected by factors such as individual income levels and inflation rates in different years. The Shanghai VSL per person in 2022 can be represented by Equation (4) [48,49]:
V S L T Y = V S L B Y × C P I T Y C P I B Y × ( I n c o m e T Y I n c o m e   B Y ) e
The VSL was obtained from Wang & Ge, where VSLBY represents the VSLTY value of Shanghai in 2017, CPIBY and CPITY denote the Consumer Price Index in 2017 and 2021, respectively, while IncomeBY and IncomeTY denote the per capita disposable annual income in 2017 and 2021, respectively [50]. The income elasticity e, assumed to be 0.8 as recommended by the Organization for Economic Co-Operation and Development (OECD), was also considered [51]. The following equation calculates the corresponding economic costs associated with increased premature deaths:
Δ E = Δ M   ×   V S L T Y
where ΔE represents the economic costs, ΔM denotes the number of increased premature deaths from Equation (3), and VSLTY is the outcome of Equation (4).

3. Results

3.1. Overview of Air Quality Changes During the 2022 LCD

Table 2 presents the MDA8 O3, NO2, CO, PM2.5, PM10, and SO2 concentrations from 1 February to 31 May 2022 for the 41 YRD cities, divided into two groups: Shanghai and the remaining cities. Both groups showed significant NO2, PM10, and PM2.5 drops during the 2022 LCD compared to those in the pre-LCD periods. The concentrations of NO2, PM10, and PM2.5 in Shanghai decreased by as much as 13.5 μg/m3 (relative change of 44.0%), 15.4 μg/m3 (31.6%), and 9.4 μg/m3 (31.3%), respectively. CO and SO2 increased by 16.7% and 14.3%, while the MDA8 O3 increased significantly by 32.8% in Shanghai. To further assess comparability, we calculated the mean differences between Shanghai and the remaining YRD region cities in key variables and conducted two-sample t-tests. Table 2 shows that, except for wind speed, the differences are not statistically significant in MDA8 O3 concentrations and meteorological variables (temperature, relative humidity, pressure). This supports our assumption that Shanghai and the selected control cities are similar in terms of emissions and meteorological conditions.
Increased O3 concentration during the 2022 LCD period was also observed across the entire YRD (Figure 2), with a relative increase ranging from 7.7% (Zhoushan in Zhejiang province) to 51.8% (Hefei in Anhui province) at the city level. The much higher temperatures during the 2022 LCD periods (up by 76.2% in Shanghai and 83.9% for the remaining cities) led to more favorable meteorological conditions for ozone formation, thus imposing challenges in disentangling the causal effects of policy measures. Elevated O3 concentration was mainly observed over western Jiangsu, northern Zhejiang, and eastern Anhui province. These urban areas are known to have significant geographical proximity to Shanghai. However, despite their close geographical ties, they exhibited diverse responses to O3 levels among the YRD cities. Compared to the observed values, the deweathered O3 concentrations increased by ~40% during the 2022 LCD, compared to the pre-LCD (Figure S2). This variation may be attributed to both natural and anthropogenic factors, including differing weather patterns, local industrial activities, and traffic patterns during the 2022 lockdown [52,53,54].

3.2. Causal Impact of Lockdown on Ozone

Figure 3 presents the deweathered O3 concentrations in Shanghai and the synthetic Shanghai. As demonstrated in Figure 3, the deweathered O3 concentration in Shanghai still shows an increasing trend, mostly due to temperature increase, and exhibits a more rapid growth trajectory after implementing the lockdown policy. The discrepancy between the real Shanghai and the synthetic Shanghai displayed a continuous expansion until approximately one week before the official lifting date of the lockdown. Subsequently, a gradual diminishment of this gap occurred, eventually leading to an overlapping pattern. This phenomenon coincided with Shanghai’s phased adjustment of containment measures, which included categorizing residential units into three distinct zones: lockdown areas, controlled areas, and prevention areas [55]. Such a transition suggested a phased return to pre-pandemic conditions as the overall epidemiological situation eased, with Shanghai progressively resuming normal economic activities towards the end of May.
Table 3 summarizes the causal impacts of lockdown on O3 concentration under different specifications. Columns (1) and (2) present SDID estimates for the average treatment effect on treated city (ATT), both without and with covariates, yielding values of 3.5 (95% CI: −1.09–8.09) μg/m3 and 3.7 (95% CI: −0.72–8.12) μg/m3, respectively, which corresponds to a 3.8% and 4.0% increase relative to the pre-lockdown mean. The former is statistically insignificant, while the latter is statistically significant at the 10% level. Considering the resumption of production at the end of May, we opted for an endpoint of 24 May 2022, a week earlier than the official lifting date. We re-evaluated the causal effect of the 2022 LCD. Columns (3) and (4) show the SDID estimates for the average treatment effect, again without and with covariates, resulting in values of 4.0 (95% CI: −0.49–8.49) μg/m3 and 4.4 (95% CI: 0.24–8.56) μg/m3, respectively, which corresponds to a 4.2% and 4.7% increase relative to the pre-lockdown mean. The former is statistically significant at the 10% level, whereas the latter is at the 5% level. Among the four specifications, the estimate in Column (4) is considered the most informative, as it incorporates a comprehensive set of covariates and aligns the intervention window more accurately with the actual timeline of economic reopening. These refinements enhance the internal validity of the estimation. This result exhibits a positive effect that is statistically significant at the 5% level. In short, our calculation suggests a 4.4 μg/m3 increase in O3 concentration in Shanghai following the implementation of the 2022 LCD.
We assessed the validity of our findings through a series of robustness checks (Table 4). There has been debate regarding the temporal implementation of the 2022 LCD. In response to curbing the rapid spread of the Omicron variant, the Shanghai government introduced a series of public health and social measures. Stage 0, representing the period of regular COVID-19 prevention and control measures from 1 March to 13 March, mirrored the measures in place during 2021 [56]. In Stage 1, passenger stations ceased operations from 14 March onwards [57]. Subsequently, in Stage 2, a “static management” lockdown was enforced in the city’s eastern half starting on 28 March [58]. To validate the robustness of our baseline findings, we followed the methodology of Abadie et al. and conducted placebo tests, including both in-time and in-place placebo analyses [26]. These tests are designed to ensure that our estimated treatment effects are not driven by random chance or unobserved confounding factors. Firstly, for the in-time placebo test, we simulated the lockdown intervention at two earlier dates—Stage 0 (1 March) and Stage 1 (14 March)—when no official lockdown had been implemented in Shanghai or other YRD cities. The same model specifications and estimation procedures were used as in the main analysis. If MDA8 O3 concentrations had shown significant increases during these placebo periods, it would indicate that the observed effects in our baseline estimates may be driven by other confounding factors rather than the actual lockdown. As we expect, the results in cases (1) and (2) reveal that the causal effects become statistically insignificant during the absence of strict lockdown measures in Stages 0 and 1.
Secondly, we performed an in-place placebo test by selecting the top five and top ten cities that contributed most to the construction of synthetic Shanghai (Figure S3). These cities were assigned as simulated treatment units, while the remaining YRD cities served as controls. Using the same model settings and code as the main analysis, we estimated the effect of a hypothetical 2022 LCD in these cities. Since no lockdown occurred outside Shanghai, we would not expect any significant effects. Indeed, Cases (3) and (4) showed negative and statistically insignificant results, confirming that our main findings are not driven by chance.
Moreover, to address the potential issue of spillover effects, neighboring cities close to Shanghai may have experienced indirect impacts from the lockdown, such as reductions in intercity traffic or economic activity [59]. We also constructed new control units by eliminating border cities that share a boundary with Shanghai, including Nantong, Suzhou, Jiaxing, and Ningbo, to mitigate the potential confounding effects stemming from the spillover effect. Furthermore, cities sharing a boundary with the previously excluded border cities, like Yancheng, Taiizhou, Changzhou, Wuxi, Huzhou, Hangzhou, Shaoxing, Taizhou, and Zhoushan, were also omitted from the analysis. Cases (5) and (6), which exclude border cities potentially affected by spillover effects, show a larger increase in deweathered O3 concentrations—4.8 (95%CI: 0.23–9.83) µg/m3 and 5.2 (95%CI: 0.10–10.30) µg/m3, respectively. These stronger effects suggest that the baseline estimates may have been biased downward due to spillover from the 2022 LCD into neighboring control cities. This reinforces the conclusion that the lockdown had a substantial and positive impact on O3 concentration.
Lastly, as an alternative to the SDID, we conduct a synthetic control method to revalidate our results with the SDID ones (Figure S4). In case (7), we present an SCM estimate of 4.6 (95%CI: 0.59–8.61) µg/m3, which attains statistical significance at the 1% level. The above findings demonstrate the robustness of our results regarding the influence of the 2022 LCD on deweathered O3 concentration.

3.3. Health Impact and Economic Costs Due to Short-Term Ozone Exposure

The estimated results (Figure S5) indicate that during the 2022 LCD period, a total of 380 (95% CI: 193–748) premature mortalities are attributed to O3 exposure. Cardiovascular and respiratory diseases account for 45.3% and 11.1% of the total premature mortality, respectively. If no lockdown occurs, O3 levels are expected to decrease by an average of 4.4 μg/m3 based on the SDID results. The total O3-related premature mortality is expected to be 356 (95% CI: 180–700), representing a 7.0% decrease. A comparison of premature mortality between the observed and simulated scenarios reveals an estimated increase of 24 premature deaths due to the lockdown, constituting 6.3% of the expected premature mortality during the 2022 LCD. The estimated economic damages during the 2022 LCD were 12.8 million USD, 5.8 million USD, and 1.6 million USD for all-cause, cardiovascular, and respiratory diseases, respectively.
Table 5 presents the health and economic influence of long-term exposure to O3 and PM2.5 during the COVID-19 lockdown period in various countries and cities worldwide [16,27,50,60,61,62,63]. For instance, in 2020, China experienced 215 potential premature deaths related to O3 exposure, resulting in economic costs of 0.95 billion USD. In 2022, the YRD region recorded 35,342 avoided premature deaths due to a reduction of PM2.5, contributing to economic benefits of 18.86 billion USD.

3.4. Limitation of Synthetic Difference-in-Differences

While the synthetic difference-in-differences (SDID) method provides a robust framework for causal inference, it also has limitations that may affect its applicability in certain contexts [28,59]. First, constructing a synthetic control requires assigning weights to donor units (i.e., control cities) to match the treated unit’s pre-treatment trend. The selection of the donor pool can significantly influence the results, and there is no universally accepted criterion for this process. As a result, subjective judgment in choosing donor units may affect the transparency and replicability of the analysis. Second, SDID performs best in stable policy environments. When multiple interventions occur simultaneously or policies change dynamically, it becomes challenging to disentangle the effect of a single intervention, potentially biasing the estimates. Third, the method relies on the assumption that the treated and control groups are comparable in characteristics and pre-treatment trends. If substantial differences exist—for example, in emissions profiles or meteorological conditions—the synthetic control may fail to approximate a credible counterfactual, weakening the validity of the results.
Therefore, researchers must carefully evaluate the context-specific suitability of the SDID approach. Key considerations include the appropriateness of the donor pool, the stability and timing of policy implementation, and the degree of similarity between treatment and control groups. Addressing these issues through robustness checks and transparent methodological choices is essential to ensure the credibility and validity of the findings.

4. Conclusions and Future Study

Short-term emission changes—whether arising from natural phenomena or anthropogenic activities—can substantially influence air quality. The prompt and accurate evaluation of these impacts is essential for safeguarding public health and guiding effective environmental management strategies. This study demonstrates that the two-step synthetic difference-in-differences (SDID) approach provides a robust, data-driven, and cost-effective framework for identifying the causal impacts of such short-term emission changes. Using the 2022 Shanghai lockdown as a natural experiment, we find a statistically significant increase in deweathered MDA8 O3 concentrations, with an average rise of 4.4 μg/m3 (significant at the 5% level; 95% CI: 0.24–8.56). Rigorous placebo tests—including both in-time and in-place simulations—support the credibility of these findings and help rule out confounding factors or spurious correlations. Importantly, we also quantify the associated health burden: our estimates suggest that the lockdown-induced O3 increase may have led to approximately 24 additional premature deaths (95% CI: 13–48) in Shanghai, with an economic cost of roughly 12.8 million USD. This integrative framework not only enhances our understanding of the unintended consequences of large-scale public health interventions but also serves as a practical tool for policymakers to design more balanced and targeted emission control measures.
Looking forward, future studies could expand the application of SDID to other pollutants (e.g., PM2.5, NO2), diverse urban settings, or different types of policy shocks (e.g., industrial shutdowns, transportation bans). Furthermore, incorporating high-resolution population exposure data and long-term health outcomes could provide a more holistic picture of the societal impacts of short-term emission fluctuations.

Supplementary Materials

The following supporting information can be downloaded at: https://www.mdpi.com/article/10.3390/su17156997/s1, Figure S1: The number of ozone exceedance days and mean O3 concentration in Shanghai during April to May from 2017 to 2022; Figure S2: The comparison of daily observed and weather-normalized concentrations of MDA8 O3 in Shanghai and the three neighboring provinces from 1 February to 31 May 2022; Figure S3: The SDID unit weight for YRD cities; Figure S4:Estimated causal effects of the 2022 LCD on deweathered O3 concentration based on the SCM; Figure S5 Premature death due to O3 exposure and increased death due to O3 elevation during 2022 LCD; Table S1: Random forest model performance statistics for 41 cities in YRD; Table S2: Geographic information of 41 air quality monitoring stations in YRD; Table S3: Geographic information of 41 meteorological stations in YRD.

Author Contributions

Conceptualization, Y.L. (Yumin Li), J.W. and L.H.; methodology, J.W., Y.L. (Yumin Li) and S.L.; formal analysis, J.W., Y.L. (Yumin Li), Y.F. and Z.L.; writing—original draft preparation, J.W.; writing—review and editing, Y.L. (Yumin Li), L.H., J.C.G. and C.C.; visualization, J.W.; funding acquisition, L.H., C.C. and Y.L. (Yu Lei). All authors have read and agreed to the published version of the manuscript.

Funding

This research was supported by the Shanghai Technical Service Center of Science and Engineering Computing, Shanghai University. This study was financially sponsored by the National Key R&D Program of China (2023YFC3708500) and the National Natural Science Foundation of China (72103127, 42375103).

Institutional Review Board Statement

Not applicable.

Informed Consent Statement

Not applicable.

Data Availability Statement

The data shall be available from the corresponding authors upon reasonable request.

Conflicts of Interest

The authors declare no conflicts of interest.

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Figure 1. Illustration of the intuition behind SDID compared to SCM. The red line represents the treatment unit, while the two black lines depict the control units. The green line signifies the SCM counterfactual. The SDID method introduces time- and unit-specific weights, presenting the SDID counterfactual as the blue line.
Figure 1. Illustration of the intuition behind SDID compared to SCM. The red line represents the treatment unit, while the two black lines depict the control units. The green line signifies the SCM counterfactual. The SDID method introduces time- and unit-specific weights, presenting the SDID counterfactual as the blue line.
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Figure 2. City-level averaged MDA8 O3 concentrations during pre-LCD and 2022 LCD in the YRD region and the relative change (calculated as (2022 LCD—pre-LCD)/pre-LCD). Notes: The abbreviations represent various cities in the YRD region. AQ—Anqing; BB—Bengbu; BZ—Bozhou; ChaZ—Changzhou; Chiz—Chizhou; Chuz—Chuzhou; FY—Fuyang; HZ—Hangzhou; HF—Hefei; HA—Huaian; HB—Huaibei; HN—Huainan; HS—Huangshan; HuZ—Huzhou; JX—Jiaxing; JH—Jinhua; LYG—Lianyungang; LS—Lishui; LA—Luan; MAS—Maanshan; NJ—Nanjing; NT—Nantong; NB—Ningbo; QZ—Quzhou; SH—Shanghai; SX—Shaoxing; SQ—Suqian; SuZ—Suuzhou; SZ—Suzhou; TaZ—Taiizhou; TZ—Taizhou; TL—Tongling; WZ—Wenzhou; WH—Wuhu; WX—Wuxi; XC—Xuancheng; XZ—Xuzhou; YC—Yancheng; YZ—Yangzhou; ZJ—Zhenjiang; ZS—Zhoushan.
Figure 2. City-level averaged MDA8 O3 concentrations during pre-LCD and 2022 LCD in the YRD region and the relative change (calculated as (2022 LCD—pre-LCD)/pre-LCD). Notes: The abbreviations represent various cities in the YRD region. AQ—Anqing; BB—Bengbu; BZ—Bozhou; ChaZ—Changzhou; Chiz—Chizhou; Chuz—Chuzhou; FY—Fuyang; HZ—Hangzhou; HF—Hefei; HA—Huaian; HB—Huaibei; HN—Huainan; HS—Huangshan; HuZ—Huzhou; JX—Jiaxing; JH—Jinhua; LYG—Lianyungang; LS—Lishui; LA—Luan; MAS—Maanshan; NJ—Nanjing; NT—Nantong; NB—Ningbo; QZ—Quzhou; SH—Shanghai; SX—Shaoxing; SQ—Suqian; SuZ—Suuzhou; SZ—Suzhou; TaZ—Taiizhou; TZ—Taizhou; TL—Tongling; WZ—Wenzhou; WH—Wuhu; WX—Wuxi; XC—Xuancheng; XZ—Xuzhou; YC—Yancheng; YZ—Yangzhou; ZJ—Zhenjiang; ZS—Zhoushan.
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Figure 3. Estimated causal effects of the 2022 LCD on deweathered O3 concentration based on the SDID model. Notes: The solid straight red lines denote the deweathered data for the treated unit, Shanghai, while the dotted straight black lines represent unobserved counterfactual, synthetic Shanghai. The vertical dotted red line signifies the setting day of implementation of the 2022 LCD (26 March), and the shaded blue triangular area represents the time weights for each day before implementing the policy.
Figure 3. Estimated causal effects of the 2022 LCD on deweathered O3 concentration based on the SDID model. Notes: The solid straight red lines denote the deweathered data for the treated unit, Shanghai, while the dotted straight black lines represent unobserved counterfactual, synthetic Shanghai. The vertical dotted red line signifies the setting day of implementation of the 2022 LCD (26 March), and the shaded blue triangular area represents the time weights for each day before implementing the policy.
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Table 1. The long-term exposure–response coefficient (β), RR, and baseline mortality for ozone (10 μg/m3).
Table 1. The long-term exposure–response coefficient (β), RR, and baseline mortality for ozone (10 μg/m3).
ParameterAll-Cause (95% CI)Cardiovascular (95% CI)Respiratory (95% CI)
β (O3)0.001980.002960.00392
(0.001, 0.00392)(0.001, 0.00583)(0, 0.00862)
RR (O3)1.02211.01971.0262
(1.0066, 1.0262)(1.0066, 1.0393)(1.0066, 1.0586)
p (O3)0.006540.002960.00072
Table 2. Summary statistics of key variables.
Table 2. Summary statistics of key variables.
VariableShanghaiRemaining YRD Region CitiesMean Diff.
Pre-
LCD
2022
LCD
Relative ChangePre-
LCD
2022
LCD
Relative ChangePre-
LCD
2022
LCD
MDA8 O3 (μg/m3)93.2 ± 17.6123.8 ± 29.332.8%88.9 ± 27.5123.6 ± 35.739.0%4.30.2
NO2 (μg/m3)30.7 ± 11.817.2 ± 6.3−44.0%26.2 ± 12.221.7 ± 9.3−17.2%4.5 **−4.5 ***
CO (mg/m3)0.6 ± 0.10.7 ± 0.116.7%0.6 ± 0.20.5 ± 0.1−11.3%00.2 ***
PM10 (μg/m3)48.7 ± 28.233.3 ± 17.0−31.6%67.2 ± 41.253.6 ± 21.1−20.2%−18.5 ***−20.3 ***
PM2.5 (μg/m3)30.0 ± 17.620.6 ± 10.3−31.3%38.4 ± 21.228.1 ± 11.7−26.8%−8.4 ***−7.5 ***
SO2 (μg/m3)5.6 ± 1.46.3 ± 1.614.3%7.1 ± 2.67.5 ± 2.75.6%−1.5 ***−1.2 ***
Temperature (°C)12.6 ± 6.5322.2 ± 4.976.2%12.4 ± 7.2922.8 ± 5.583.9%0.2−0.6
Wind speed (m/s)0.2 ± 0.10.2 ± 0.1−0.3%0.7 ± 0.70.6 ± 0.6−14.3%−0.5 ***−0.4 ***
Relative humidity (%)72.2 ± 13.570.4 ± 16.6−2.5%72.3 ± 15.567.9 ± 14.8−6.1%−0.12.5
Pressure (hPa)1022.5 ± 7.01015.5 ± 6.3−0.7%1022.2 ± 7.21014.9 ± 6.4−0.7%0.30.6
Notes: The significance of the mean difference is calculated from the t-test. *, ** and *** denote significance levels of 10%, 5% and 1%.
Table 3. SDID regression results.
Table 3. SDID regression results.
Whole LCDOne Week Earlier
(1) w/o Covariates(2) With Covariates(3) w/o Covariates(4) With Covariates
ATT3.53.7 *4.0 *4.4 **
(2.35)(2.26)(2.30)(2.12)
p value0.130.090.080.04
95% CI(−1.09, 8.09)(−0.72, 8.12)(−0.49, 8.49)(0.24, 8.56)
CovariatesNoYesNoYes
Time FEYesYesYesYes
City FEYesYesYesYes
N4920492046334633
Notes: Robust standard errors clustered at the city level are reported in parentheses. * and ** denote significance levels of 10% and 5%.
Table 4. Robustness checks.
Table 4. Robustness checks.
In-Time PlaceboIn-Place PlaceboSpillover EffectAlternative Method
(1)(2)(3)(4)(5)(6)(7)
Stage 0Stage 1Top 5Top 10Border 1Border 2SCM
ATT−4.34.1−2.2−2.04.8 *5.2 *4.6 ***
(4.88)(3.77)(1.44)(1.36)(2.56)(2.60)(2.05)
p value0.380.280.130.140.060.050.01
95% CI(−13.86, 5.26)(−3.30, 11.50)(−5.03, 0.63)(−4.67, 0.67)(−0.23, 9.83)(0.10, 10.30)(0.59, 8.61)
N4633463345204520418131644633
Notes: Robust standard errors clustered at the city level are reported in parentheses; *, ** and *** denote significance levels of 10%, 5% and 1%.
Table 5. Premature mortality and economic influence related to long-term exposure to air pollutants around the world due to the COVID-19 lockdown.
Table 5. Premature mortality and economic influence related to long-term exposure to air pollutants around the world due to the COVID-19 lockdown.
PollutantsReferenceYearCountry
(City)
Premature MortalityEconomic Influence
(USD)
O3Ye et al. [63]2020China2150.95 billion
PM2.5Wang & Ge [50]2022China (YRD)35,34218.86 billion
Seo et al. [60]2020Korea (Seoul)250884 million
Kumar et al. [61]2020India6300.69 billion
Leão et al. [62]2021Brazil (Recife)164294 million
Li et al. [16]2020China (YRD)42,400/
Cole et al. [27]2020China50,800/
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Li, Y.; Wang, J.; Fan, Y.; Chen, C.; Campos Gutiérrez, J.; Huang, L.; Lin, Z.; Li, S.; Lei, Y. A Synthetic Difference-in-Differences Approach to Assess the Impact of Shanghai’s 2022 Lockdown on Ozone Levels. Sustainability 2025, 17, 6997. https://doi.org/10.3390/su17156997

AMA Style

Li Y, Wang J, Fan Y, Chen C, Campos Gutiérrez J, Huang L, Lin Z, Li S, Lei Y. A Synthetic Difference-in-Differences Approach to Assess the Impact of Shanghai’s 2022 Lockdown on Ozone Levels. Sustainability. 2025; 17(15):6997. https://doi.org/10.3390/su17156997

Chicago/Turabian Style

Li, Yumin, Jun Wang, Yuntong Fan, Chuchu Chen, Jaime Campos Gutiérrez, Ling Huang, Zhenxing Lin, Siyuan Li, and Yu Lei. 2025. "A Synthetic Difference-in-Differences Approach to Assess the Impact of Shanghai’s 2022 Lockdown on Ozone Levels" Sustainability 17, no. 15: 6997. https://doi.org/10.3390/su17156997

APA Style

Li, Y., Wang, J., Fan, Y., Chen, C., Campos Gutiérrez, J., Huang, L., Lin, Z., Li, S., & Lei, Y. (2025). A Synthetic Difference-in-Differences Approach to Assess the Impact of Shanghai’s 2022 Lockdown on Ozone Levels. Sustainability, 17(15), 6997. https://doi.org/10.3390/su17156997

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