Abstract
Understanding impacts of renewable energy on air quality and associated human exposures is essential for informing future policy. We estimate the impacts of U.S. wind power on air quality and pollution exposure disparities using hourly data from 2011 to 2017 and detailed atmospheric chemistry modeling. Wind power associated with renewable portfolio standards in 2014 resulted in $2.0 billion in health benefits from improved air quality. A total of 29% and 32% of these health benefits accrued to racial/ethnic minority and low-income populations respectively, below a 2021 target by the Biden administration that 40% of the overall benefits of future federal investments flow to disadvantaged communities. Wind power worsened exposure disparities among racial and income groups in some states but improved them in others. Health benefits could be up to $8.4 billion if displacement of fossil fuel generators prioritized those with higher health damages. However, strategies that maximize total health benefits would not mitigate pollution disparities, suggesting that more targeted measures are needed.
Wind power in the US improved air quality yet did not reduce pollution disparities between income and racial groups.
INTRODUCTION
Wind power provides climate, air quality, and health benefits by displacing the emissions of both greenhouse gases and air pollutants such as SO2 and NOx from fossil fuel electricity generating units (EGUs). Compared with longer-term and globally distributed climate benefits, the immediate and local air quality benefits of wind power development have the potential to incentivize policy-makers to take measures to address global energy and climate challenges. In the United States, much wind power development has historically been driven by the state-level renewable energy policies [such as a renewable portfolio standard (RPS)] (1–8). An RPS mandates electric utilities to deliver a certain fraction of their electricity sales from eligible renewable energy producers. The air quality benefits from renewable energy depend on the specific fossil fuel EGUs displaced and their emission profiles; the distribution of this displacement also affects the magnitude of air quality benefits that accrue to different population groups. Future policy-making on renewable energy can thus be informed by detailed understanding of the air quality benefits of the existing wind power implementation at the local and regional levels, including identifying specific fossil fuel EGUs associated with air quality improvements and implications for different population groups. In the U.S. context, this is relevant to the recent Inflation Reduction Act that focuses on decarbonizing the electricity sector through development of renewable energy (among many other targets).
Previous studies have used empirical data to evaluate the impacts of historical wind power development on emissions from fossil fuel EGUs. One approach is to use statistical models to directly link the short-term variability of wind power to fossil fuel plant generation and emissions (9–12). These analyses directly exploit the exogenous variation in wind power production to establish a causal relationship between emissions and wind power. Cullen (10) and Novan (11) both evaluated emission reductions due to wind power development in Texas using hourly data. Another common approach is to use marginal emission factors (MEFs), the emission factors associated with the last EGU needed to meet power demand, to estimate the impacts of renewable energy. MEFs are often derived from regressions of emissions on electricity generation (13) or from dispatch models with historical data as inputs (14). Millstein et al. (15) used the Avoided Emissions and geneRation Tool (AVERT) model developed by U.S. Environmental Protection Agency (EPA), which calculates avoided emissions from historical generation patterns, to estimate emission changes due to U.S. solar and wind energy development between 2007 and 2015.
Studies that project the impacts of wind power and/or other types of renewable energy on air quality and health often rely on reduced-complexity air quality approaches that simplify the relationship between emissions and the formation of atmospheric fine particulate matters (PM2.5) and ozone (O3). Millstein et al. (15) used reduced-complexity atmospheric chemistry models to estimate cumulative air quality benefits of 28 to 108 billion dollars associated with the emission changes that they calculated with AVERT. Many other studies project the potential impacts of future wind power and renewable energy development on air quality and health (15–19). Sergi et al. (20) used a capacity expansion model and three reduced-form atmospheric models to estimate the air quality and climate benefits of replacing existing fossil fuel power plants with wind, solar, or new natural gas plants to reduce the CO2 emissions in the United States, estimating an additional 7 to 14 billion dollars in net benefits by including air pollution–related health benefits as a co-objective along with climate benefits. However, the simplified air quality models used in these studies cannot account for some important factors in calculating the impacts of wind power on air quality, such as the seasonal and regional heterogeneous responses of PM2.5 and O3 to precursor emissions.
Air pollution affects different populations unequally and is an important focus of environmental justice efforts. As defined by Bullard (21), “Environmental justice embraces the principle that all people and communities are entitled to equal protection of environmental and public health laws and regulations.” The concept of environmental justice is multifaceted and involves a variety of considerations. A substantial body of work relevant to environmental justice has documented existing inequities in air pollution exposure among racial/ethnic and income groups (22–26). These disparities are associated with a variety of emission activities (27) and, in part, reflect systemic environmental racism such as long-lasting consequences of discriminatory practices such as redlining (28). Research to better understand the disparities of exposure to environmental risks (e.g., air pollution) among different population groups, the causes of these disparities, and the potential solutions to reducing the exposure disparities can help further inform environmental justice efforts (29).
There are few existing studies that address the impacts of policies that could improve air quality (including renewable energy development) on air pollution exposure disparities despite emerging interest from policy-makers. In January 2021, the U.S. government announced a target that 40% of the overall benefits of certain federal investments, including investments in the areas of clean energy, should flow to disadvantaged communities (30). As air quality benefits of U.S. renewable energy deployment comprise a large fraction of their total benefits (15, 18, 19, 31, 32), it is thus important to quantify the distributions of air quality benefits of renewable energy over different communities. Understanding the degree to which changes in energy production have influenced exposure disparities can inform efforts to mitigate them. Previous research has not explicitly assessed the distributional impacts of renewable energy on air quality for different population groups. Zhu et al. (33) projected that the PM2.5 disparities in California will generally reduce under decarbonization scenarios in 2050, with important heterogeneity across regions and scenarios. Retrospectively, a limited number of studies used econometric methods to assess the implications of a subset of climate mitigation strategies (including emission trading or electric vehicle deployment) on inequities related to air pollutant emissions (34–37). However, these studies often do not account for the full complexity in the formation and transport of air pollution. To our knowledge, there has not been a comprehensive study that evaluates the impacts of renewable energy development on air quality and the exposure disparities while accounting for the detailed atmospheric processes and the empirical responses at the plant level.
Here, we estimate the air pollution and health impacts of wind power using EGU-level hourly data and detailed atmospheric chemistry modeling, for the seven independent system operator (ISO) regions in the United States. We then use these EGU-level impact estimates to assess the implications of wind power development on disparities in exposure to PM2.5 and O3. To do this, we first establish a statistical relationship between hourly wind power and unit-level electricity generation and emissions (CO2, SO2, and NOx) for each fossil fuel EGU from 2011 to 2017. We combine these unit-level emission changes for SO2 and NOx with source-receptor information from the GEOS-Chem adjoint model (38) to estimate their impacts on PM2.5, O3 concentrations, and associated premature mortality in all 48 states in the contiguous United States. We further simulate the air quality impacts of the wind power used to meet RPS targets in 2014 under existing dispatch decisions and compare these results to idealized theoretical scenarios that identify the potential for increased air quality and health benefits. Last, we estimate the fraction of air quality benefits flowing to low-income and racial/ethnic minority populations and examine the impacts of wind power on existing air pollution disparities among population groups, under current practice, and for our idealized scenarios.
RESULTS
In this section, we first present marginal impacts of wind power on unit-level emissions calculated using hourly data and statistical models. These emission effects are then used to calculate the associated premature mortality for each fossil fuel EGU, determined by the adjoint of GEOS-Chem, a global three-dimensional chemical transport model, combined with epidemiological concentration response functions (CRFs). Using our unit-level estimates, we then calculate the benefits of wind power used to meet RPS targets in 2014, under current practices (ex post scenario), and idealized theoretical scenarios in which fossil fuel EGU displacements are prioritized on the basis of EGU’s emission intensity (emission-minimizing scenarios) or its contribution to overall premature mortality (health damage–minimizing scenario). Last, we present the distributional impacts of air quality changes under these scenarios and show the fraction of total benefits that accrues to disadvantaged communities.
Marginal impacts of wind power on unit-level emissions and associated premature mortality
Figure 1 (A to C) shows the changes in electricity generation, SO2, and NOx emission associated with a marginal increase (1 MWh) in wind power for fossil fuel EGUs in each of the ISO regions. Marginal increases in wind power have different impacts on fossil fuel EGUs with different fuel types in different regions. Most generation displaced by wind power comes from sources using natural gas and subbituminous coal, except for in the PJM interconnection (PJM) where 56% of the displaced generation comes from sources using bituminous coal. As a result of the displacement patterns, the emission change due to 1 MWh wind power differs markedly between different regions. The largest emission reduction due to wind power is seen in PJM, where 1 MWh wind power, on average, reduces SO2 emissions by 2.2 kg and NOx emissions by 0.85 kg. The marginal emission impacts calculated using the data here are largely consistent with previous estimates using other methods (see fig. S1) (12, 14, 15). The estimated marginal effects on electricity generation and emissions are consistent across different statistical model specifications that include additional control variables and different time fixed effects (see tables S1 to S3).
The avoided emissions associated with marginal increases in wind power deviate markedly from the emission reductions estimated using the ISO-wide average emission factors in our dataset (indicated by the black dots in Fig. 1, B and C). Our estimated SO2 emission reduction associated with wind power is 74% larger for PJM but 43% smaller for Electric Reliability Council of Texas (ERCOT) than the ISO-wide average emission factors. This is consistent with a previous analysis of the differences between average emission factors and MEFs (13). Our main statistical model only estimates the impacts of wind power on fossil fuel EGUs in the same ISO region; however, increases in wind power in one ISO region can likely displace generation from fossil power plants in the neighboring regions due to interregional exchange of electricity (12). We further estimate the effects of wind power on electricity export (shown as the shaded areas in Fig. 1A) using a separate dataset from Energy Information Agency (39) (method detailed in the Supplementary Materials). We focus on the impacts of wind power on fossil fuel EGUs within each region in the subsequent analysis due to the uncertainty in quantifying the effects of export on each individual power plant; the implications of interregional export of electricity for our air quality analysis are discussed below.
Emission reductions due to marginal increases in wind power mostly come from a small number of fossil fuel EGUs in each ISO region, while the generation and emissions of most other units change only a small amount (see Fig. 1, D to F; see also fig. S2 for box plots of the EGU-level sensitivity). For example, 9.6% of the displaced generation, 11% of the CO2, 15% of the SO2, and 18% of the NOx reductions from a marginal increase of wind power in Midcontinent ISO (MISO) are associated with two adjacent powerplants in West Iowa (point A, including four EGUs). Similarly, 6.0% of the displaced generation, 8.1% of the CO2, 18% of the SO2, and 5.0% of the NOx reductions from a marginal increase of wind power in ERCOT are associated with a single subbituminous coal power plant in southeast Texas (point B, including four EGUs). Within each ISO region, 10% of EGUs are responsible for 28 to 52% of the total displacement of electricity generation, more than 64% of the total avoided SO2 emissions, and 42% of the avoided NOx emissions. We focus on the long-term average emission response to wind power for each EGU and thus do not explicitly account for the potentially different marginal impacts of wind power on emissions during different seasons, times of the day, gas price level (40), or congestion status (41). Differences in the emission impacts of wind power across different seasons and time of the day are limited (see figs. S3 and S4), and seasonal variations are dominated by the variability in wind power production (see the Supplementary Materials for further discussion).
Similarly, displacement of emissions from a small number of fossil fuel EGUs contributes the majority of avoided premature mortality and monetized health benefits that result from marginal increases in wind power (shown in fig. S5). The unit-level health benefits are characterized as the monetized benefits of avoided premature mortality (in the entire United States) attributed to the EGU’s emission changes due to an increase of 1-MWh wind power in the corresponding ISO region. Impacts on premature mortality are calculated with CRFs from (42) and (43) and then monetized using a value of statistical life (VSL) of 7.4 million dollars (year 2006 dollars) recommended by the U.S. EPA (44). Fossil fuel EGUs located upwind of populous regions show higher health impacts relative to their emission impacts. For example, 21% of the PM2.5-related health benefits and 11% of the O3-related benefits attributable to wind power and fossil fuel EGUs in the ERCOT region can be attributed to a single coal power plant near the Houston metropolitan area (point B). On average, 10% of the fossil fuel EGUs are responsible for 57% of the PM2.5-related health benefits and 71% of the O3-related health benefits from all fossil fuel EGUs within each ISO region. O3-related health benefits are approximately 10% of the PM2.5-related health benefits. The spatial pattern of O3-related health benefits is slightly different from that of PM2.5-related benefits, mainly because of the different O3 chemistry regimes at different locations.
Responses to a marginal increase of wind power vary markedly across fossil fuel EGUs within each ISO region. On average, larger EGUs that use natural gas or subbituminous coal have larger (more negative) sensitivities to wind power within each ISO region. Controlling for the size and the fuel type of the units, fossil fuel plants that are older and have pollution control technologies have larger (more negative) sensitivities to wind power (see table S4). We also observe some electricity generation and emission increases due to wind power: We find statistically significant (P < 0.05, adjusting for multiple comparisons; see Materials and Methods) positive associations between wind power and unit-level generation and emissions for six EGUs in our sample, including one coal-fired EGU in ISO New England (ISONE) and five gas-fired EGUs in Southwest Power Pool (SPP) and California ISO (CAISO). This may be because these EGUs were ramped up and down frequently to compensate for the variability of wind power, resulting in more frequent start-up, lower operating efficiency, and higher emissions (45, 46). For these six EGUs, we observe that their NOx emission factors (per unit heat input) increase with wind power production.
Marginal benefits of wind power development
In addition to the air quality benefits, we also estimate the benefits of wind power related to two other factors: reduced cost of fossil fuel generation (including the variable cost of fuel use, operations, and management) and monetized climate benefits from avoided CO2 emissions. The climate benefits are calculated using a social cost of carbon (SCC) of 35 dollars (year 2007 dollars) as recommended by the U.S. EPA (47). All monetary impacts presented in this paper are expressed in 2014 dollars adjusting for inflation. Figure 2 shows these three categories of benefits of wind power development at the ISO level. Consistent with the previous analyses (15, 48), we find the largest benefits of wind power development in the PJM, SPP, and MISO region where the air quality benefits account for 42, 26, and 35% of the total benefits, respectively. The air quality impacts are dominated by the PM2.5-related health impacts (>93% of the total health impacts) in most ISO regions, while the O3-related health benefits account for 22 and 17% of the total air quality benefits in the ERCOT and SPP region, respectively. Benefits of wind power in CAISO, New York ISO (NYISO), and ISONE are dominated by the cost savings of fossil fuel generation, as the predominant natural gas units in these regions generally have higher costs but lower emission intensity (the marginal cost of electricity generation is $23 for sub-bituminous coal, $29 for bituminous coal, and $51 natural gas plants in our sample). Marginal benefits of wind power largely exceed the cost of wind power development [e.g., the levelized cost of wind energy estimates from (49)] in MISO, SPP, and PJM, where air quality benefits contribute a large margin to the total benefits (see fig. S6).
Wind power development in one ISO region can also lead to health benefits in neighboring ISO regions through pollution transport, which account for 40 to 78% of the total air quality benefits (see the light blue and light green bars in Fig. 2). For example, every kilowatt-hour wind power increase in PJM leads to a total monetized health benefit of 4.4 cents, with 2.3 cents (52%) accruing to other ISO regions and 2.1 cents (48%) retained within the PJM area. Another driver of the cross-border effects of wind power on air quality is due to the interregional export of electricity mentioned above. For NYISO and CAISO, we conduct a sensitivity analysis to calculate the emission and PM2.5 impacts due to the increased net export of electricity. We find that the total air quality impacts of the increased export of electricity are quite small due to the small magnitude of absolute air quality benefits from wind power in these two regions (methods detailed in the Supplementary Materials).
Within each ISO region, the state-level benefits of wind power also vary markedly due to the heterogeneous responses of fossil fuel EGUs and regional atmospheric transport of air pollutants (see fig. S7). Impacts of wind power on air pollution exposure in one state (state A) can be attributed to emission changes from three types of fossil fuel EGUs: units in state A (“in state”), units in other states but in the same ISO region (“in ISO”), and units in other ISO regions (“outside ISO”). For most states, the air quality benefits of wind power are dominated by transboundary pollution reductions that cross the border of states and ISO regions. On average, only 35.4% of the air quality benefits at the state level are associated with the in state emission changes. A total of 21.2% of the air quality benefits are associated with in ISO emission changes, and 43.4% are associated with the outside ISO emissions.
Application to RPS: Comparing ex post with theoretical scenarios
Figure 3A shows the total benefits of the wind power used to meet RPS targets in 2014 under the ex post scenario. Estimated with our statistical model, wind power associated with RPS reduced CO2 emissions by 32 million tons (1.6% of the total power sector emissions in the United States in 2014), SO2 emissions by 51,000 tons (1.6% of U.S. total), and NOx emissions by 25,000 tons (1.3% of U.S. total) from fossil fuel EGUs in our sample. These estimates, however, do not aim to represent the causal effects of RPS policy (i.e., we do not aim to assess whether the RPS policy itself was the mechanism that led to this wind power development). Here, we use RPS as a case to quantify effects of wind power development. When monetized, this wind power generated total benefits of 5.0 billion dollars, accounting for economic cost savings, CO2 reductions, and air quality improvement in the contiguous United States. We estimate an annual reduction of 231 premature mortalities (95% confidence interval, 146 to 318) from decreased PM2.5 concentrations due to wind power. The value of these mortalities accounts for 40% of the total benefits. Wind power has mixed impacts on O3 concentrations, with seasons and areas of both positive and negative improvements (see fig. S10). Nationwide, there is a small decrease in the annual Maximum Daily Average 8-hour (MDA8) O3 concentration that leads to net health benefits of 0.9 million dollars.
Figure 3B shows the relative benefits of wind power under the four theoretical scenarios compared with the ex post scenario. Our idealized scenarios are not intended to be realistic policy options but are intended to explore the theoretical maximum potential for alternative displacement strategies to lead to benefits. A smaller but different set of fossil fuel EGUs is displaced under the theoretical scenarios that maximize emission reductions or health benefits. For example, under the CO2-minimizing scenario, only 228 fossil fuel EGUs reduce more than 1% of their annual generation as a result of wind power (compared to 952 fossil fuel EGUs in the ex post scenario), but the total avoided CO2 emissions are 57% larger. As a result, the theoretical scenarios lead to larger environmental benefits despite smaller reductions in cost savings relative to the ex post scenario. Under the health damage–minimizing scenario, the same amount of wind power could deliver 11.6 billion dollars in total benefits (relative to 5.0 billion dollars under the ex post scenario). The additional benefits mostly come from health benefits associated with PM2.5 reductions (6.7 billion dollars); additional climate benefits add another 0.47 billion dollars. Economic cost savings decreases by a small amount (0.26 billion dollars), because the theoretical scenarios do not minimize the economic cost of electricity generation. The O3-associated damage also slightly increases (by 0.28 billion dollars) under the theoretical scenarios, due to higher NOx emission reductions that lead to O3 increases in certain seasons and regions (see fig. S11). Relative comparisons between these scenarios remain largely similar with alternative CRFs and values of VSL or SCC (see table S5 and fig. S12). We also show that these theoretical scenarios will generate smaller benefits if each state takes separate action to prioritize displacements (e.g., only 9.1 billion dollars under the health damage–minimizing scenario) relative to the case that prioritizes within each ISO region as shown above (see fig. S13).
Distributional effects of air quality benefits from wind power
The air quality benefits of wind power are distributed unequally across populations with different baseline exposure to air pollution, as well as across different income and racial/ethnic groups. For each subgroup, we calculate the differences between the impacts of wind power on the subgroup’s mortality rates and the nationwide average impacts due to changes in PM2.5 and O3 (see Fig. 4, A and B). Positive differences indicate that mortality rates declined more due to wind power for the group compared to the nationwide average. People living in more polluted areas (“high-PM2.5” group, defined as populations living in the 20% grid cells with the highest PM2.5 in 2014) experienced 16% greater PM2.5-related health benefits than average in the ex post scenario. Households with annual income less than or equal to twice the federal poverty level [“low-income” group in Fig. 4, defined by EPA’s Environmental Justice Screening and Mapping Tool (50)] experienced a slightly larger benefit (+1.6%). Hispanic residents experienced substantially smaller-than-average PM2.5 benefits (−43%), while Black populations experienced relatively larger benefits (+4.4%). Relative benefits for each income group, racial/ethnic group, and decile group of baseline PM2.5 concentration are shown in figs. S14 and S16.
The distributional effect of wind power on air quality is highly variable at the state level. Figure 4 (C to E) shows the relative PM2.5 health benefits experienced by different population groups relative to the state average. Populations living in the high-PM2.5 locations within each state do not always experience greater health benefits compared to the state-level average (see Fig. 4C and fig. S18). In most states, low-income populations experienced a larger reduction in PM2.5-related premature mortality relative to the state average (see Fig. 4D and fig. S17). On the other hand, wind power leads to larger PM2.5 benefits for racial/ethnic minority groups relative to the state average in about a quarter of the states, as much as 4.5% greater, but is up to 22% less in the other three quarters. We find the relative impacts of wind power on PM2.5 pollution experienced by the high-PM2.5, low-income, and racial/ethnic minority groups remain largely consistent across different scenarios at the state level despite the differences in total avoided emissions and mortality (also see fig. S19). These patterns remain consistent across recent changes in demographic patterns (see fig. S21 for a sensitivity analysis using demographic data for different years between 2007 and 2019) and when accounting for changes in the underlying electricity systems (see fig. S22 for a separate analysis that only uses the more recent emissions and generation data of 2017).
Of the total air quality benefits from the wind power associated with the 2014 RPS targets, we estimate that 32% flows to the low-income populations and 29% flows to the racial/ethnic minority groups as defined by EPA’s Environmental Justice Screening and Mapping Tool (50) (see fig. S15 for the fraction of the low-income and racial/ethnic minority populations living in each county). Fractions of benefits flowing to the low-income and racial/ethnic minority populations are similar in the two alternative scenarios that maximize total avoided mortality or CO2 reductions. Across three emission scenarios, 32.5 to 32.7% of the benefits accrue to the low-income populations and 28.8 to 29.1% of the benefits accrue to the racial/ethnic minority groups (see fig. S23). Fractions of benefits flowing to each income and racial/ethnic group can be found in fig. S24.
We perform sensitivity analyses to explore the factors that influence distributional effects of wind power on air quality using alternative air quality modeling methods and demographic information at higher spatial resolution. Our main analysis calculates the impacts on exposure disparities using county-level demographic data, mainly due to the spatial resolution of GEOS-Chem (0.5° × 0.625°, approximately comparable to the sizes of typical U.S. counties). To assess the influence of spatial resolution of the air quality model and demographic information on the exposure disparities, we conduct a sensitivity analysis using the Intervention Model for Air Pollution (InMAP) model. InMAP is a reduced-form air quality model that simulates PM2.5 concentrations at higher spatial resolution than GEOS-Chem (approximately at the census tract level) and has been previously used to evaluate the impacts of specific emission sources on PM2.5 exposure disparities (23, 27). We calculate the impacts on exposure disparities using InMAP and the census tract level demographic information to account for the demographic variability within counties. For another sensitivity analysis, we use a highly simplified approach that calculates the inverse distance-weighted emissions [IDWEs; used in (51)], which only considers the emission changes and the distance between EGUs and county centers, to quantify the influence of distance from sources relative to atmospheric chemistry and pollution transport (see fig. S25). Across these different approaches and emission scenarios, we estimate consistently that 31 to 33% of the air quality benefits accrue to low-income populations (see fig. S23). The alternative approaches estimate a slightly higher fraction of benefits accruing to the racial/ethnic minority populations (30 to 35% with InMAP and 33 to 35% with IDWE) under different emission scenarios, but none exceeds 40%, the target for overall policy benefits recently set at the national level. InMAP estimates at the census tract level are virtually identical to results from the same model aggregated at county scale, suggesting that the spatial resolution of air quality modeling and demographic information has little effect on estimated distributional impacts. This is consistent with a recent work showing that the exposure disparities among racial/ethnic groups are primarily driven by the regional (not local) variability in air quality (24) and the robustness of exposure disparity calculations at the census tract level compared with finer scale analyses (52). We observe similar variability and heterogeneity of wind power impacts on racial/ethnic minority and low-income populations across states between GEOS-Chem and InMAP (see fig. S26). However, numerical estimates for specific states vary, likely due to assumptions in InMAP that simplify chemistry and pollution transport.
DISCUSSION
Our analysis provides unit-level estimates of the impacts of wind power on emissions, air quality, premature mortality, and exposure disparities using high spatial and temporal resolution data and detailed atmospheric chemistry modeling. We identify a small set of fossil fuel EGUs that are responsible for large fractions of the air quality impacts of wind power within each region. The unit-level information is critical for correctly estimating the changes in air quality—for example, we find that heterogeneous impacts of wind power on O3 concentrations are negligible when aggregated but are important for some neighborhoods and population groups at smaller scales.
We quantify a large gap between realized and the theoretical upper bound of air quality benefits of wind power. While our theoretical scenarios do not consider transmission constraints and detailed dispatch processes, they show that large gains in health benefits could be achieved by targeting a few high-damaging fossil fuel EGUs with only a modest increase in economic cost. Relative to the ex post scenario, we observe increased health benefits under health damage–minimizing scenarios in all states, suggesting that modified dispatch decisions could provide environmental benefits throughout the country by targeting only a few fossil fuel EGUs in a few states. Comparisons between different theoretical scenarios also demonstrate the relative impacts of using different environmental indicators as the criteria (e.g., carbon emissions or health benefits) and illustrate potential trade-offs between climate benefits and air quality benefits.
By combining empirical estimates at the unit level with a detailed chemical transport model, our analysis estimates the air quality effects of wind power at high spatial and temporal resolution that are important for understanding local impacts on health and air pollution exposure disparities. In particular, our analysis jointly considers the seasonal and diurnal variability of wind power production and atmospheric chemistry regimes, an important component for accurately modeling effects on PM2.5 and O3. Comparing to our InMAP simulations with identical emission changes, health benefits estimated by GEOS-Chem are 34 to 66% larger (across different scenarios). On the other hand, our aggregated estimates of impacts on air quality and human health are lower than the previous estimates reported by Millstein et al. (15) (see fig. S8). These differences are driven by the fact that EGUs associated with large emission reductions are often far away from population centers. Because we take into account the specific locations of these units, and previous studies were aggregated at regional scale, we calculate a smaller reduction in the population-weighted PM2.5 concentrations. There is also considerable variability across different methods of translating emissions into air pollution damages. This highlights important differences between reduced-complexity models (RCMs) and full-chemistry transport models. Similar to most previous studies [e.g., (15, 23, 38)], our estimates of health benefits only consider the avoided mortality using CRFs derived from long-term exposure studies and thus do not consider the full impacts of air pollution on human health.
Our results suggest that a large fraction of the air quality impacts of state-level policy decisions to develop wind power will fall on other states or ISO regions. Therefore, although air quality benefits could substantially offset costs at a regional level, state-level air quality benefits alone may not provide enough incentive for many individual states to take actions [although adoption of RPS was not historically driven by quantifying such environmental benefits (53)]. We also directly quantify the theoretical maximum gains in air quality benefits that would be achieved if the states within each ISO region could cooperate to prioritize displacing the most health-damaging sources.
We find highly heterogeneous impacts of wind power on existing disparities in air pollution exposure in different U.S. states. Under the current practice (ex post scenario), wind power development can have larger benefits for demographic groups known to experience greater pollution burdens in some states but relatively smaller benefits in others. This could contribute to shrinking or enlarging the existing pollution disparities identified in prior work, depending on the location. Even for the same state, wind power development could reduce pollution disparities between different racial/ethnic groups but further enlarge disparities between low and high income households. The theoretical scenarios that minimize the total air pollution damages or CO2 emissions do not increase their relative impacts for the high-PM2.5, low-income, or racial/ethnic minority groups. This underscores the importance of explicitly incorporating distributional issues into policy design. We find that the accurate modeling of the pollutant transport and the absolute magnitude of PM2.5 reductions at different locations are essential for assessing the differential impacts of wind power on racial/ethnic groups for PM2.5. Under the health damage–minimizing scenario (see figs. S23 and S25), the fractions of benefits flowing to minority populations are slightly higher in IDWE estimates where the range of modeled pollution transport is shorter and the air quality impacts are much more localized than the GEOS-Chem model. InMAP estimates a larger reduction in PM2.5 in Texas relative to other parts of the country and thus estimates a higher fraction of benefits flowing to the racial/ethnic minority population, as Texas has a higher fraction of the racial/ethnic minority population compared to the national average. Low computational cost and higher spatial resolution are often cited as reasons for using RCMs. Our results show that the benefit of the increased model resolution is quite limited in this case, as disparities in pollutant exposure from the power sector are driven by regional patterns. Distributional impacts from InMAP are similar to those from the GEOS-Chem simulation when aggregated at the national scale (despite differences in the estimated absolute mortality). However, the more accurate representation of varying chemistry and meteorological conditions in GEOS-Chem leads to very different calculated impacts for specific locations (see fig. S25).
Our data-driven approach identifies the impacts of wind power on air quality and human health for individual fossil fuel EGUs. Our approach can thus be easily extended to regions with available wind power and emission data and modified to investigate similar questions (e.g., the impacts of solar power). Detailed information for the energy system and accurate modeling of pollution transport can provide a key basis for designing complementary policies to existing renewable energy programs to maximize and distribute air quality benefits in an equitable way. The assessed impacts at the EGU level can provide important insights on the localized benefits of wind power and its distribution in different communities. In conclusion, we find that the overall benefits associated with increasing renewable energy capacity under the current market systems are substantial but achieve far less air quality benefit than they could if more damaging fossil fuel EGUs were displaced. However, even efforts that prioritize total health benefits do not increase the fraction of benefits accruing to the racial/ethnic minority groups and low-income groups. As air quality benefits comprise a large fraction of the overall benefits of similar policies, this informs analysis toward future policies that might meet recently set national goals to address environmental justice. More targeted policy design could achieve higher overall environmental benefits from renewable energy development and better address existing disparities in exposure to air pollution.
MATERIALS AND METHODS
Data
Our analysis focuses on the seven ISO regions in the United States: CAISO, ERCOT, ISONE, MISO, NYISO, PJM, and SPP. Hourly level electricity generation and emissions (CO2, SO2, and NOx) of major fossil fuel EGUs (nameplate capacity > 25 MW) are obtained from the EPA Air Market Program Data for the years 2011 to 2017 (54). The hourly wind power production and the load demand of each ISO region are derived from each individual ISO website (for NYISO and ERCOT, 2015 to 2017; for the remaining ISOs, 2011 to 2017). We include only the fossil fuel EGUs that have at least 10% nonmissing values of observed generation and emissions during the period. Our final sample consists of 1264 EGUs: 744 EGUs that use natural gas, 248 EGUs that use subbituminous coal, 213 EGUs that use bituminous coal, and 59 EGUs of other types of fuel. The EGUs in our final sample covered 67% of electricity generation and more than 94% of the emissions in the seven ISO regions in 2014.
Unit-level and plant-level characteristics such as location, primary fuel type, age, and stack height are derived from the EPA Emissions & Generation Resource Integrated Database (55). Plant-level information on annual net generation, heat inputs used for electricity generation, and cost are derived from the U.S. Energy Information Administration (56). The marginal cost of fuel consumption for electricity generation is calculated using fuel cost per unit of heat input [dollar per metric million British thermal unit (MMBtu)] and average heat rate of the plant (MMBtu per megawatt-hour). The marginal operation and maintenance (O&M) cost is calculated as the total O&M cost of flue gas desulfurization, ash collection, and water abatement subtracting the revenues made from the byproducts of these processes, divided by the net generation.
Statistical models
Our statistical model follows the statistical model used by Cullen (10). For each EGU i in our sample, we estimate the marginal impacts of wind power on the unit-level electricity generation and emissions with the following equation
(1) |
where Yi,ymdh is the electricity generation or emissions (CO2, SO2, and NOx) of unit i at year y, month of year m, day of month d, and hour of day h. Wi,ymdh is the wind power production in the ISO region (which unit i belongs to). Xi,ymdh is the set of control variables including the contemporary and lagged system demand (with both linear and quadratic forms) in the ISO region (which unit i belongs to). δi,ymh is the year-month-hour fixed effects that we use in the main specification. εi,ymdh is the normally distributed error term. Our main model only estimates the impacts of wind power on the EGUs in the same ISO region.
The main parameters of interest are {, }n=0,…,24 that measure the impacts of wind power at hour t−n on the unit-level generation and emissions at some specific hour t. These parameters measure the causal impacts of wind power under the identifying assumption that the hourly wind power W is uncorrelated with the error term ε after controlling for the electricity demand and the time fixed effects. As suggested by previous literature, this assumption is likely to be satisfied as the hourly variation in wind power production can be viewed as exogenous (10, 11). The exogeneity of wind power production comes from the facts that (i), in the short run, the wind power potential is almost entirely driven by exogenous meteorological variables (such as wind speed) and that (ii) real wind power production is very close to the wind power potential, as the marginal cost of wind power production is negligible. The quadratic form of W in the regression models allows us to partially capture the nonlinear impacts of wind power on unit-level emissions and generation at different levels of wind power. Our model also allows historical wind power and demand (up to 24 hours) to influence the current emissions, as previous study shows that accounting for dynamics in the power production could significantly influence the estimates of emission offsets of wind power (10). We aggregate the impacts of current and lagged wind power into the coefficients βi1 and βi2 (, ).
We calculate the partial derivative of Yi due to a unit change of Wi, ∂Yi/∂Wi (denoted as the marginal impacts of wind power on unit i) as
(2) |
where denotes the average value of wind power production in the ISO region (which unit i belongs to) across all hours. ∂Yi/∂Wi thus quantifies the marginal impact of wind power on unit i at the average wind power production level.
We use the heteroskedasticity and autocorrelation consistent (HAC) covariance matrix estimator (the Newey-West estimator) to estimate the standard error (SE) (57). The maximum lag with positive weight for the Newey-West estimator is 24 hours. We also adjust the P values of the estimates to adjust for multiple comparisons with the procedure from Benjamini and Hochberg (58). This procedure adjusts the test statistic and P value of the estimated sensitivity for each EGU and controls the expected portion of “false discoveries” (falsely rejected null hypothesis) below a certain threshold.
Alternative specifications of the statistical model
We use several alternative specifications of the statistical model to understand the influence of potential confounders and model specifications on the estimated wind power effects. Tables S1 to S3 show the estimated changes in electricity generation, SO2, and NOx emissions from fossil fuel EGUs due to marginal increases in wind power in each ISO region, under different statistical models. In addition to our main specification (column 1 in the tables), we also construct two alternative specifications of the time fixed effects and quantify the influences of gas prices, zero values (thus testing the effects of wind power on operating fossil fuel EGUs alone), missing values, and the congestion status. Sources of the underlying variables and regression specifications are detailed in the Supplementary Materials.
Air quality modeling
We use GEOS-Chem to estimate the impacts of wind power on PM2.5 and O3 concentrations. GEOS-Chem is a global three-dimensional chemical transport model driven by meteorological input from the Goddard Earth Observing System (GEOS) of the NASA Global Modeling and Assimilation Office (www.geos-chem.org/) (59).
We estimate the unit-level impacts of wind power production on air quality using the adjoint of the GEOS-Chem model. The GEOS-Chem adjoint model can calculate how model parameters (e.g., emissions in a single grid cell) influence model outputs (e.g., PM2.5 concentrations in a single grid cell or over a larger spatial domain) (60). Here, we use archived model outputs from Dedoussi et al. (38) that calculate the sensitivities of the state-level population-weighted PM2.5 and O3 concentrations to the SO2 and NOx emission changes in each 0.5° × 0.666° grid cell in the contiguous United States. The adjoint model projects how emission changes in any location influence PM2.5 concentrations with full spatial resolution and then aggregates these concentrations to calculate impacts on state-level population weighted concentrations. More details regarding the air quality sensitivities can be found in the Supplementary Materials and Dedoussi et al. (38).
We use the GEOS-Chem forward model to simulate the air quality impacts of the wind power used to meet RPS targets in 2014, under different scenarios, and for our analysis on exposure disparities. We use GEOS-Chem version 12.3.0 with a horizontal resolution of 0.5° × 0.625° in North America (61). More details on GEOS-Chem can be found in the Supplementary Materials.
Health impacts
The health impacts of wind power development are quantified in terms of the premature mortality associated with changes in exposure to PM2.5 and O3. For premature mortality associated with PM2.5, we use the CRF from Krewski et al. (42). We estimate the premature mortality of all causes [hazard ratio (HR): 1.056 (95% confidence interval, 1.035 to 1.078)], cardiopulmonary diseases [HR: 1.129 (1.095 to 1.164)], and lung cancer [HR: 1.129 (1.056 to 1.225)]. Table S5 shows the avoided all-cause mortalities related to PM2.5 changes estimated with alternative CRFs (62–65). For O3, we estimate the premature mortality using the CRF from Turner et al. (43). We calculate the premature mortality for all causes [HR: 1.02 (1.01 to 1.04)] and for respiratory diseases [HR: 1.12 (1.08 to 1.16)].
All-cause and cause-specific baseline mortality rates of the 30-plus population in the United States in 2014 are derived from the 10th version of the International Classification of Diseases (66). For the analysis on the exposure disparities, we use county-specific baseline mortality rates from the U.S. Centers for Disease Control and Prevention (67). Gridded population data are obtained from the Columbia University Center for International Earth Science Information Network (68) for the year 2015 and scaled to match the state-level U.S. population in 2014. Population data and the fraction of adults over 30 years old in each state are obtained from the U.S. Census Bureau (69).
Distributional impacts
We calculate the impacts of wind power on population-weighted PM2.5 and O3 concentrations for different demographic groups. We combine simulated PM2.5 and O3 concentrations from GEOS-Chem with the county-level demographic information (i.e., population counts of different income and racial/ethnic groups in each county). We then estimate the premature mortality of each demographic group in each county due to changes in PM2.5 and O3 and further aggregate the results to the state and national levels. The main analysis uses the American Community Survey data from 2013 to 2017 (70), and we perform sensitivity analyses with demographic data in other years (2007 to 2011 and 2015 to 2019). We also match the GEOS-Chem outputs with the county-level population count of the racial/ethnic minority and low-income groups as defined in the Environmental Justice Screening and Mapping Tool developed by the U.S. EPA. We defined the high-PM2.5 group as populations living in the 20% grid cells with the highest PM2.5 in 2014. We use the estimates of ground-level PM2.5 (annual average of 2014) from Hammer et al. (71), which uses satellite products as a data-informed baseline. We perform a sensitivity analysis using the simulated PM2.5 concentration from GEOS-Chem to determine the high-PM2.5 group and to find similar results.
To address whether our results were influenced by the spatial resolution of GEOS-Chem, we perform a sensitivity analysis with the InMAP at the census tract level (72). The spatial resolution of our GEOS-Chem simulation is 0.5° × 0.625°, approximately the size of typical U.S. counties (see fig. S20). InMAP is a reduced complexity model that simulates annual average PM2.5 concentrations at finer resolution near urban areas and has been previously used at national scale to identify disparities in pollutants between different racial/ethnic groups (23, 27). The grid cell size of InMAP varies dynamically on the basis of the population density (smaller cell size in the urban populous regions) but is generally comparable to the size of census tracts (see fig. S20).
We also perform a sensitivity analysis that accounts only for displaced emissions and the EGU locations (and thus ignores the role of atmospheric chemistry and meteorology). This approach calculates the IDWEs as a simplified way to assess the air pollution exposure. For each county i, IDWE is calculated as
(3) |
where J is the set of all fossil fuel EGUs in our sample and distancei,j is the distance between the center of county i and EGU j. This approach has been previously applied as a simplified reduced-complexity approach for assessing pollution exposure (51).
Emission projections
We estimate the impacts of wind power associated with RPS targets in 2014 on emissions and air quality under current (ex post scenario) and idealized theoretical scenarios. In 2014, the total amount of renewable power generation associated with RPS (number of renewable energy credits) was 118.9 TWh in the 21 states that we studied, and 52.7% of the target was met by wind power produced in the seven ISO regions (62.6 TWh). RPS targets met by wind power in each state and the wind power production used to meet the RPS are shown in fig. S9. State-level RPS targets and the amount of wind power used for compliance are derived from the annual RPS compliance reports (73) and the website of each individual state. To derive an hourly estimate, the wind power used to meet RPS targets in 2014 is then aggregated to the ISO level and partitioned to each hour based on the observed temporal pattern of wind power production in 2014.
We use Eq.1 to estimate the ex post impacts of the wind power associated with RPS on unit-level emissions. We can use marginal effects (Eq. 1) to quantify nonmarginal emission changes because the amount of wind power associated with RPS targets is quite small (1.5% of the U.S. total generation in 2014) and comparable to the variability of observed wind power that is used to estimate the marginal effects. Impact of wind power on the emissions of unit i in a specific hour t can thus be calculated as
(4) |
where ΔWit is the amount of wind power produced in the ISO region (which unit i belongs to) at hour t to meet RPS targets. This allows us to estimate what the emissions would have been for each fossil fuel EGU if the amount of wind power associated with RPS in 2014 was not produced.
Idealized theoretical scenarios
The impacts of wind power on unit-level electricity generation and emissions under the ex post scenario are the outcome of current dispatch decisions that the system operators decide dispatch schedules based on the marginal generating cost subject to dispatch constraints. We also construct theoretical scenarios to estimate theoretical maximum emission reductions and health impacts for hypothetical cases where dispatch decisions are made using other unit-level characteristics instead of the marginal cost. For each hour of 2014, each of the theoretical scenarios displaces the same amount of electricity generation from the fossil fuel EGUs in our sample as the ex post estimates. However, each theoretical scenario decides which unit to ramp down based on alternative criteria. This could be formulated as an optimization problem
(5) |
where git represents the amount of electricity generation changes of unit i at hour t under the theoretical scenario. ki is the unit-level characteristic that is used in the hypothetical dispatch decision. I is the set of fossil fuel EGUs within each ISO region. The objective is to minimize the emissions or pollution-related mortalities. The constraint condition of the optimization problem makes sure that the total displacement of electricity generation is the same as the displaced generation in the ex post scenario every hour for each ISO region (GIt).
We design four theoretical scenarios: three that use unit-level emission intensity (CO2, SO2, and NOx) and one that uses unit-level impacts on premature mortality as the decision criteria. The three emission-minimizing scenarios minimize the total emissions from fossil fuel EGUs and thus maximize the avoided emissions due to wind power generation by displacing electricity generation from EGUs with higher emission intensity. The health damage–minimizing scenario minimizes the health damages from fossil fuel EGUs based on their impacts on premature mortality. Our main scenarios do not include any dispatch constraints on how much generation could be displaced for each unit. We perform sensitivity analyses that evaluate these four scenarios with some dispatch constraints that the electricity generation is only allowed to be displaced up to a certain fraction (detailed in the Supplementary Materials; see fig. S27). We also design four additional sensitivity scenarios that displace same amount of electricity generation as the ex post scenario for each state (instead of each ISO region), which simulate the impacts of a situation in which each state is only allowed to coordinate the dispatch schedule of EGUs within the state. More details on the theoretical scenarios can be found in the Supplementary Materials.
Acknowledgments
We thank I. Dedoussi and S. Eastham for sharing the model outputs from the GEOS-Chem adjoint model and assistance with GEOS-Chem. We thank E. Dimanchev for helpful discussions on RPS policy. We thank C. Heald and V. Karplus for helpful comments and discussions.
Funding: This publication was supported by U.S. EPA grant RD-835872-01. Its contents are solely the responsibility of the grantee and do not necessarily represent the official views of the USEPA. Furthermore, USEPA does not endorse the purchase of any commercial products or services mentioned in the publication. This work was also supported by NIH grant NIEHS R01ES026217. M.Q. gratefully acknowledges the support from the MIT Martin Family Society of Fellows for Sustainability.
Author contributions: M.Q. and N.E.S. designed the research. M.Q. and C.M.Z. performed the statistical analysis to calculate impacts of wind power on emissions. M.Q. performed air quality modeling simulations and calculated the impacts on exposure disparities. All authors interpreted the results and wrote the paper.
Competing interests: The authors declare that they have no competing interests.
Data and materials availability: All data needed to evaluate the conclusions in the paper are present in the paper and/or the Supplementary Materials or available at the following repository: https://doi.org/10.5281/zenodo.6404168. The repository includes regression results, emission scenarios, GEOS-Chem, and InMAP simulations, as well as the air quality and health impacts of wind power for different population groups and the county level.
Supplementary Materials
This PDF file includes:
REFERENCES AND NOTES
- 1.Carley S., Davies L. L., Spence D. B., Zirogiannis N., Empirical evaluation of the stringency and design of renewable portfolio standards. Nat. Energy 3, 754–763 (2018). [Google Scholar]
- 2.Yin H., Powers N., Do state renewable portfolio standards promote in-state renewable generation? Energy Policy 38, 1140–1149 (2010). [Google Scholar]
- 3.Menz F. C., Vachon S., The effectiveness of different policy regimes for promoting wind power: Experiences from the states. Energy Policy 34, 1786–1796 (2006). [Google Scholar]
- 4.Carley S., State renewable energy electricity policies: An empirical evaluation of effectiveness. Energy Policy 37, 3071–3081 (2009). [Google Scholar]
- 5.Shrimali G., Chan G., Jenner S., Groba F., Indvik J., Evaluating renewable portfolio standards for in-state renewable deployment: Accounting for policy heterogeneity. Econ. Energy Environ. Policy 4, 127–142 (2015). [Google Scholar]
- 6.Shrimali G., Kniefel J., Are government policies effective in promoting deployment of renewable electricity resources? Energy Policy 39, 4726–4741 (2011). [Google Scholar]
- 7.Eastin L. J. L., An assessment of the effectiveness of renewable portfolio standards in the United States. Electr. J. 27, 126–137 (2014). [Google Scholar]
- 8.J. Janak, Do renewable portfolio standards increase renewable energy capacity? Evidence from the United States. J. Environ. Manage. 287, 112261 (2021). [DOI] [PubMed] [Google Scholar]
- 9.Katzenstein W., Apt J., Air emissions due to wind and solar power. Environ. Sci. Tech. 43, 253–258 (2009). [DOI] [PubMed] [Google Scholar]
- 10.Cullen J., Measuring the environmental benefits of wind-generated electricity. Am. Econ. J. Econ. Policy 5, 107–133 (2013). [Google Scholar]
- 11.Novan K., Valuing the wind: Renewable energy policies and air pollution avoided. Am. Econ. J. Econ. Policy 7, 291–326 (2015). [Google Scholar]
- 12.Fell H., Johnson J. X., Regional disparities in emissions reduction and net trade from renewables. Nat. Sustain. 4, 358–365 (2021). [Google Scholar]
- 13.Siler-Evans K., Azevedo I. L., Morgan M. G., Marginal emissions factors for the U.S. electricity system. Environ. Sci. Tech. 46, 4742–4748 (2012). [DOI] [PubMed] [Google Scholar]
- 14.Deetjen T. A., Azevedo I. L., Reduced-order dispatch model for simulating marginal emissions factors for the United States power sector. Environ. Sci. Tech. 53, 10506–10513 (2019). [DOI] [PubMed] [Google Scholar]
- 15.Millstein D., Wiser R., Bolinger M., Barbose G., The climate and air-quality benefits of wind and solar power in the united states. Nat. Energy 2, 17134 (2017). [Google Scholar]
- 16.Siler-Evans K., Azevedo I. L., Morgan M. G., Apt J., Regional variations in the health, environmental, and climate benefits of wind and solar generation. Proc. Natl. Acad. Sci. U.S.A. 110, 11768–11773 (2013). [DOI] [PMC free article] [PubMed] [Google Scholar]
- 17.Wiser R., Bolinger M., Heath G., Keyser D., Lantz E., Macknick J., Mai T., Millstein D., Long-term implications of sustained wind power growth in the United States: Potential benefits and secondary impacts. Appl. Energy 179, 146–158 (2016). [Google Scholar]
- 18.Wiser R., Mai T., Millstein D., Barbose G., Bird L., Heeter J., Keyser D., Krishnan V., Macknick J., Assessing the costs and benefits of US renewable portfolio standards. Environ. Res. Lett. 12, 094023 (2017). [Google Scholar]
- 19.Dimanchev E. G., Paltsev S., Yuan M., Rothenberg D., Tessum C. W., Marshall J. D., Selin N. E., Health co-benefits of sub-national renewable energy policy in the US. Environ. Res. Lett. 14, 085012 (2019). [Google Scholar]
- 20.Sergi B. J., Adams P. J., Muller N. Z., Robinson A. L., Davis S. J., Marshall J. D., Azevedo I. L., Optimizing emissions reductions from the U.S. power sector for climate and health benefits. Environ. Sci. Tech. 54, 7513–7523 (2020). [DOI] [PubMed] [Google Scholar]
- 21.Bullard R. D., Environmental justice: It’s more than waste facility siting. Soc. Sci. Q. 77, 493–499 (1996). [Google Scholar]
- 22.Muller N. Z., Matthews P. H., Wiltshire-Gordon V., The distribution of income is worse than you think: Including pollution impacts into measures of income inequality. PLOS ONE 13, e0192461 (2018). [DOI] [PMC free article] [PubMed] [Google Scholar]
- 23.Tessum C. W., Apte J. S., Goodkind A. L., Muller N. Z., Mullins K. A., Paolella D. A., Polasky S., Springer N. P., Thakrar S. K., Marshall J. D., Hill J. D., Inequity in consumption of goods and services adds to racial–ethnic disparities in air pollution exposure. Proc. Natl. Acad. Sci. U.S.A. 116, 6001–6006 (2019). [DOI] [PMC free article] [PubMed] [Google Scholar]
- 24.Chambliss S. E., Pinon C. P. R., Messier K. P., LaFranchi B., Upperman C. R., Lunden M. M., Robinson A. L., Marshall J. D., Apte J. S., Local- and regional-scale racial and ethnic disparities in air pollution determined by long-term mobile monitoring. Proc. Natl. Acad. Sci. U.S.A. 118, e2109249118 (2021). [DOI] [PMC free article] [PubMed] [Google Scholar]
- 25.Liu J., Clark L. P., Bechle M. J., Hajat A., Kim S. Y., Robinson A. L., Sheppard L., Szpiro A. A., Marshall J. D., Disparities in air pollution exposure in the united states by race/ethnicity and income, 1990–2010. Environ. Health Perspect. 129, 127005 (2021). [DOI] [PMC free article] [PubMed] [Google Scholar]
- 26.Jbaily A., Zhou X., Liu J., Lee T.-H., Kamareddine L., Verguet S., Dominici F., Air pollution exposure disparities across US population and income groups. Nature 601, 228–233 (2022). [DOI] [PMC free article] [PubMed] [Google Scholar]
- 27.Tessum C. W., Paolella D. A., Chambliss S. E., Apte J. S., Hill J. D., Marshall J. D., PM2.5 polluters disproportionately and systemically affect people of color in the United States. Sci. Adv. 7, eabf4491 (2021). [DOI] [PMC free article] [PubMed] [Google Scholar]
- 28.Lane H. M., Morello-Frosch R., Marshall J. D., Apte J. S., Historical redlining is associated with present-day air pollution disparities in U.S. cities. Environ. Sci. Technol. Lett. 9, 345–350 (2022). [DOI] [PMC free article] [PubMed] [Google Scholar]
- 29.Gardner-Frolick R., Boyd D., Giang A., Selecting data analytic and modeling methods to support air pollution and environmental justice investigations: A critical review and guidance framework. Environ. Sci. Technol. 56, 2843–2860 (2022). [DOI] [PubMed] [Google Scholar]
- 30.The White House, “Executive order on tackling the climate crisis at home and abroad” (NEPA Policy and Compliance, 2021). [Google Scholar]
- 31.Thompson T. M., Rausch S., Saari R. K., Selin N. E., A systems approach to evaluating the air quality co-benefits of US carbon policies. Nat. Clim. Chang. 4, 917–923 (2014). [Google Scholar]
- 32.Barbose G., Wiser R., Heeter J., Mai T., Bird L., Bolinger M., Carpenter A., Heath G., Keyser D., Macknick J., Mills A., Millstein D., A retrospective analysis of benefits and impacts of U.S. renewable portfolio standards. Energy Policy 96, 645–660 (2016). [Google Scholar]
- 33.Zhu S., Mac Kinnon M., Carlos-Carlos A., Davis S. J., Samuelsen S., Decarbonization will lead to more equitable air quality in California. Nat. Commun. 13, 5738 (2022). [DOI] [PMC free article] [PubMed] [Google Scholar]
- 34.Anderson C. M., Kissel K. A., Field C. B., Mach K. J., Climate change mitigation, air pollution, and environmental justice in California. Environ. Sci. Tech. 52, 10829–10838 (2018). [DOI] [PubMed] [Google Scholar]
- 35.Grainger C., Ruangmas T., Who wins from emissions trading? Evidence from California. Environ. Resource Econ. 71, 703–727 (2018). [Google Scholar]
- 36.Holland S. P., Mansur E. T., Muller N. Z., Yates A. J., Distributional effects of air pollution from electric vehicle adoption. J. Assoc. Environ. Resour. Econ. 6, S65–S94 (2019). [Google Scholar]
- 37.D. Hernandez-Cortes, K. C. Meng, “Do environmental markets cause environmental injustice? Evidence from California’s carbon market” (Technical Report, National Bureau of Economic Research, 2020). [Google Scholar]
- 38.Dedoussi I. C., Eastham S. D., Monier E., Barrett S. R. H., Premature mortality related to United States cross-state air pollution. Nature 578, 261–265 (2020). [DOI] [PubMed] [Google Scholar]
- 39.U.S. Energy Information Administration, “Hourly electric grid monitor (2018–2021)” (EIA, 2021). [Google Scholar]
- 40.Fell H., Kaffine D. T., The fall of coal: Joint impacts of fuel prices and renewables on generation and emissions. Am. Econ. J. Econ. Policy 10, 90–116 (2018). [Google Scholar]
- 41.Fell H., Kaffine D. T., Novan K., Emissions, transmission, and the environmental value of renewable energy. Am. Econ. J. Econ. Policy 13, 241–272 (2021). [Google Scholar]
- 42.Krewski D., Jerrett M., Burnett R. T., Ma R., Hughes E., Shi Y., Turner M. C., Pope C. A. III, Thurston G., Calle E. E., Thun M. J., Beckerman B., De Luca P., Finkelstein N., Ito K., Moore D. K., Newbold K. B., Ramsay T., Ross Z., Shin H., Tempalski B., Extended follow-up and spatial analysis of the American Cancer Society study linking particulate air pollution and mortality. Res. Rep. Health Eff. Inst. 140, 5–114 (2009). [PubMed] [Google Scholar]
- 43.Turner M. C., Jerrett M., Pope C. A. III, Krewski D., Gapstur S. M., Diver W. R., Beckerman B. S., Marshall J. D., Su J., Crouse D. L., Burnett R. T., Long-term ozone exposure and mortality in a large prospective study. Am. J. Respir. Crit. Care Med. 193, 1134–1142 (2016). [DOI] [PMC free article] [PubMed] [Google Scholar]
- 44.National Center for Environmental Economics, “Guidelines for preparing economic analyses” (EPA, 2014); www.epa.gov/environmental-economics/guidelines-preparing-economic-analyses. [Google Scholar]
- 45.Valentino L., Valenzuela V., Botterud A., Zhou Z., Conzelmann G., System-wide emissions implications of increased wind power penetration. Environ. Sci. Tech. 46, 4200–4206 (2012). [DOI] [PubMed] [Google Scholar]
- 46.Denny E., O’Malley M., Wind generation, power system operation, and emissions reduction. IEEE Trans. Power Syst. 21, 341–347 (2006). [Google Scholar]
- 47.Interagency Working Group on Social Cost of Greenhouse Gases, United States Government, “Technical support document: Technical update of the social cost of carbon for regulatory impact analysis under executive order 12866” (Technical Report, 2016). [Google Scholar]
- 48.Buonocore J. J., Hughes E. J., Michanowicz D. R., Heo J., Allen J. G., Williams A., Climate and health benefits of increasing renewable energy deployment in the United States. Environ. Res. Lett. 14, 114010 (2019). [Google Scholar]
- 49.T. Stehly, P. Beiter, D. Heimiller, G. Scott, “2017 Cost of wind energy review” (National Renewable Energy Laboratory, 2018). [Google Scholar]
- 50.U.S. Environmental Protection Agency, “EJScreen: Environmental justice screening and mapping tool: Technical documentation for EJScreen” (EPA, 2019); www.epa.gov/sites/default/files/2021-04/documents/ejscreen_technical_document.pdf.
- 51.Henneman L. R., Dedoussi I. C., Casey J. A., Choirat C., Barrett S. R. H., Zigler C. M., Comparisons of simple and complex methods for quantifying exposure to individual point source air pollution emissions. J. Expo. Sci. Environ. Epidemiol. 31, 654–663 (2021). [DOI] [PMC free article] [PubMed] [Google Scholar]
- 52.Clark L. P., Harris M. H., Apte J. S., Marshall J. D., National and intraurban air pollution exposure disparity estimates in the United States: Impact of data-aggregation spatial scale. Environ. Sci. Technol. Lett. 9, 786–791 (2022). [DOI] [PMC free article] [PubMed] [Google Scholar]
- 53.Lyon T. P., Yin H., Why do states adopt renewable portfolio standards? An empirical investigation. Energy J. 31, 133–157 (2010). [Google Scholar]
- 54.U.S. Environmental Protection Agency, “Air markets program data (CAMPD)” (CAMPD, 2021); https://campd.epa.gov/.
- 55.U.S. Environmental Protection Agency, “Emissions and generation resource integrated database (eGRID) 2014” (EPA, 2014); www.epa.gov/egrid.
- 56.U.S. Energy Information Administration, “Monthly and annual data on generation and fuel consumption at the power plant and prime mover level” (EIA-923 Reports) (EIA, 2021). [Google Scholar]
- 57.Newey W. K., West K. D., Automatic lag selection in covariance matrix estimation. Rev. Econ Stud. 61, 631–653 (1994). [Google Scholar]
- 58.Benjamini Y., Hochberg Y., Controlling the false discovery rate: A practical and powerful approach to multiple testing. J. R. Stat. Soc. B. Methodol. 57, 289–300 (1995). [Google Scholar]
- 59.Bey I., Jacob D. J., Yantosca R. M., Logan J. A., Field B. D., Fiore A. M., Li Q., Liu H. Y., Mickley L. J., Schultz M. G., Global modeling of tropospheric chemistry with assimilated meteorology: Model description and evaluation. J. Geophys. Res. Atmos. 106, 23073–23095 (2001). [Google Scholar]
- 60.Henze D. K., Hakami A., Seinfeld J. H., Development of the adjoint of GEOS-Chem. Atmospheric Chem. Phys. 7, 2413–2433 (2007). [Google Scholar]
- 61.Wang Y. X., McElroy M. B., Jacob D. J., Yantosca R. M., A nested grid formulation for chemical transport over Asia: Applications to CO. J. Geophys. Res. Atmos. 109, D22307 (2004). [Google Scholar]
- 62.Lepeule J., Laden F., Dockery D., Schwartz J., Chronic exposure to fine particles and mortality: An extended follow-up of the harvard six cities study from 1974 to 2009. Environ. Health Perspect. 120, 965–970 (2012). [DOI] [PMC free article] [PubMed] [Google Scholar]
- 63.Hoek G., Krishnan R. M., Beelen R., Peters A., Ostro B., Brunekreef B., Kaufman J. D., Long-term air pollution exposure and cardio-respiratory mortality: A review. Environ. Health 12, 43 (2013). [DOI] [PMC free article] [PubMed] [Google Scholar]
- 64.Di Q., Wang Y., Zanobetti A., Wang Y., Koutrakis P., Choirat C., Dominici F., Schwartz J. D., Air pollution and mortality in the medicare population. N. Engl. J. Med. 376, 2513–2522 (2017). [DOI] [PMC free article] [PubMed] [Google Scholar]
- 65.Pope C. A. III, Ezzati M., Cannon J. B., Allen R. T., Jerrett M., Burnett R. T., Mortality risk and PM2.5 air pollution in the USA: An analysis of a national prospective cohort. Air Qual. Atmos. Health 11, 245–252 (2018). [Google Scholar]
- 66.World Health Organization, “WHO Mortality Database ICD-10” (WHO, 2019); www.who.int/data/data-collection-tools/who-mortality-database.
- 67.United States Department of Health and Human Services (US DHHS), Centers for Disease Control and Prevention (CDC), National Center for Health Statistics (NCHS), “Compressed Mortality File (CMF) on CDC WONDER Online Database” (U.S. Department of Health & Human Services, 2021). [Google Scholar]
- 68.Center for International Earth Science Information Network, Columbia University, “Gridded Population of the World, Version 4 (GPWv4): Population Count, Revision 11” (AquaKnow, 2018). [Google Scholar]
- 69.U.S. Census Bureau, “U.S. population by age and sex (2014 ACS 1-Year Estimates)” (United States Census Bureau, 2014). [Google Scholar]
- 70.U.S. Census Bureau, U.S. “Population by income, race and hispanic origins (ACS 5-Year Estimates, 2013–2017)” (United States Census Bureau, 2017). [Google Scholar]
- 71.Hammer M. S., van Donkelaar A., Li C., Lyapustin A., Sayer A. M., Hsu N. C., Levy R. C., Garay M. J., Kalashnikova O. V., Kahn R. A., Brauer M., Apte J. S., Henze D. K., Zhang L., Zhang Q., Ford B., Pierce J. R., Martin R. V., Global estimates and long-term trends of fine particulate matter concentrations (1998–2018). Environ. Sci. Tech. 54, 7879–7890 (2020). [DOI] [PubMed] [Google Scholar]
- 72.Tessum C. W., Hill J. D., Marshall J. D., Inmap: A model for air pollution interventions. PLOS ONE 12, e0176131 (2017). [DOI] [PMC free article] [PubMed] [Google Scholar]
- 73.Berkeley Lab Electricity Markets and Policy Group, “RPS compliance data and RPS percentage targets” (Berkeley Lab, 2021). [Google Scholar]
- 74.U.S. Department of Energy, “The 2020 national electric transmission congestion study” (Office of Electricity, 2020). [Google Scholar]
- 75.Colmer J., Hardman I., Shimshack J., Voorheis J., Disparities in PM2.5 air pollution in the united states. Science 369, 575–578 (2020). [DOI] [PubMed] [Google Scholar]
- 76.Muller N. Z., Linking policy to statistical uncertainty in air pollution damages. B.E. J. Econ. Anal. Policy 11, 2925 (2011). [Google Scholar]
- 77.Heo J., Adams P. J., Gao H. O., Reduced-form modeling of public health impacts of inorganic PM2.5 and precursor emissions. Atmos. Environ. 137, 80–89 (2016). [Google Scholar]
- 78.U.S. Environmental Protection Agency, “Regulatory impact analysis for the clean power plan final rule” (EPA, 2015). [Google Scholar]
- 79.Gelaro R., McCarty W., Suárez M. J., Todling R., Molod A., Takacs L., Randles C. A., Darmenov A., Bosilovich M. G., Reichle R., Wargan K., Coy L., Cullather R., Draper C., Akella S., Buchard V., Conaty A., da Silva A. M., Gu W., Kim G. K., Koster R., Lucchesi R., Merkova D., Nielsen J. E., Partyka G., Pawson S., Putman W., Rienecker M., Schubert S. D., Sienkiewicz M., Zhao B., The modern-era retrospective analysis for research and applications, version 2 (MERRA-2). J. Climate 30, 5419–5454 (2017). [DOI] [PMC free article] [PubMed] [Google Scholar]
- 80.S. E. Sexton, A. J. Kirkpatrick, R. Harris, N. Z. Muller, “Heterogeneous environmental and grid benefits from rooftop solar and the costs of inefficient siting decisions” (Technical Report, National Bureau of Economic Research, 2018). [Google Scholar]
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