We estimate the full distribution of the magnitude of methane emissions for 15 large-scale aerial surveys of at least 10% of well sites and at least 35% of natural gas production in each of six regions, although the Pennsylvania survey covers only 8% of statewide oil production. This includes campaigns by Kairos in the New Mexico Permian basin and the Fort Worth basin in Texas (focusing on the Barnett shale), alongside campaigns conducted by the Carbon Mapper-led team (including scientists from JPL, the University of Arizona, and Arizona State University) in the Permian basin in New Mexico and Texas (5 campaigns), California’s San Joaquin basin (5 campaigns), the Denver-Julesburg basin (2 campaigns), as well as the Uinta basin and a high-productivity portion of the Appalachian basin in Pennsylvania (1 campaign each) 10,12,33–35.
All campaigns use hyperspectral infrared spectroscopy to detect and quantify methane emissions using the spectral signature of methane in reflected sunlight. The quantification accuracy and minimum detection capabilities of the Kairos technology was independently validated in single-blind controlled release testing in 26. See 36 for further detail surrounding the technology. The Carbon Mapper campaigns were conducted with the Airborne Visible-Infrared Imaging Spectrometer - Next Generation (AVIRIS-NG) spectrometer on a JPL-contract King Air B200 aircraft and an identical very short wavelength infrared (VSWIR) imaging spectrometer on the Global Airborne Observatory (GAO) operated by Arizona State University, both described in 12. The AVIRIS-NG and GAO systems have also undergone non-blinded controlled release testing to assess minimum detection limits and quantification accuracy 37.
Both teams use data from imaging spectrometers to estimate methane flux rates based on measured atmospheric methane enhancements, retrieved from spectral radiances, combined with estimates of 10 m wind speeds from reanalysis products. For Kairos Aerospace, we combine reported wind-normalized emission rates with HRRR hourly instantaneous wind speed estimates, as in 13. Carbon Mapper uses the average HRRR from the nearest nine reported grid values, averaged over the hour before, hour after, and hour of a given measurement, as described in 10.
Kairos flights were conducted at roughly 900 meters above ground level. Carbon Mapper flights range from 3,000 meters to 8,500 meters, described in detail in Table 18.
Below we describe the steps to construct a complete emissions distribution from a comprehensive aerial measurement campaign:
Step 1: Conduct a comprehensive aerial measurement campaign
To produce an aerial measurement-based regional emissions inventory for oil and natural gas production and midstream activity, one must first conduct a comprehensive aerial survey of the region in question. In this study, we term a survey “comprehensive” if it covers at least 50% of all active oil and natural gas well sites and at least 80% of natural gas production in the region in question, generally an oil and natural gas-producing basin. While future studies may use alternative definitions of “comprehensive”, it is noteworthy that measurement campaigns that focus only on high-productivity or low-productivity areas of a region can produce misleading estimates of the overall regional methane loss rate, as illustrated in the SI, Section S5. See Table 17 and Table 19 for coverage information for each survey in this study.
Step 2: Estimate regional aerially measured emissions using Monte Carlo analysis
We first estimate the distribution of measured emissions in each aerially surveyed region as a function of emission size, using each emission source as the unit of analysis. Each oil or natural gas well site is a potential emission source. In midstream, facilities such as compressor stations and gas-processing plants are potential emission sources, as are pipelines. For pipelines, each detected emission location is considered an emission source.
In many instances, an emission source was surveyed multiple times, with emissions detected during only a fraction of aerial measurements. To account for this, we apply Monte Carlo simulation to characterize the emission profile of the surveyed region. We simulate emissions from each emission source with at least one detected emission, drawing randomly from all aerial measurements at that location, including those with no detected emissions. We then randomly insert simulated error into each quantified emission, based on estimates of quantification uncertainty, discussed further in the SI, Section S1.1. We repeat this stochastic process for 1000 Monte Carlo realizations to capture uncertainty. This method yields an unbiased estimate of total well site emissions in the surveyed region, as described in Chen, Sherwin et al. 2022 13. By analogous logic, it also yields an unbiased estimate of the size distribution of aerially visible emissions, but not the variance of total emissions. See the SI, Section S12.2 for further detail. The resulting emissions inventory covers only aerially detected emissions, treating emissions as zero at all sites at which emissions were not detected.
In the Kairos Fort Worth survey, 8.5% of detected emission plumes extended beyond the spectrometer’s field of view, and were thus classified as “cutoff” and not quantified. We estimate emission magnitude for these emissions by drawing randomly from the distribution of quantified emissions for well sites and midstream infrastructure, respectively. The number of emission source measurements is not reported for 10 of 11 pipeline emissions in the Kairos Fort Worth survey, out of 72 identified emission sources. We assume these emissions are fully persistent, setting the number of measurements equal to the number of detected emissions at that source.
Step 3: Account for partial detection
For emissions approaching the minimum detection level of an aerial detection system, there may be a fractional probability of detection. If an aerial survey of a population of assets detects an emission of a size that corresponds to a known probability of detection of 1/3, that implies that the survey likely missed two emissions of similar size. Thus, an aerial survey will tend to underestimate emissions in this partial detection range by a predictable amount.
We correct for this effect in the Kairos surveys in the New Mexico Permian basin and the Fort Worth basin, using probability of detection curves based on controlled release testing from 13,26. See Materials and methods and the SI, Section S1.7 for further detail.
Carbon Mapper has conducted internal controlled release testing to characterize its minimum detection range 37. However, we do not have sufficient single-blind controlled release data to apply a similar correction to Carbon Mapper surveys, many of which were also conducted at varying altitudes, further changing lower detection characteristics. This introduces conservatism into estimates of aerially measured emissions from Carbon Mapper campaigns.
Step 4a: Simulate well site emissions
We then produce a comprehensive well site-level emissions inventory for the surveyed region, as the basis for estimating emissions missed by the aerial survey. We simulate emissions at all surveyed well sites using a basin-scale emissions simulation tool, introduced in 5. The bottom-up emissions simulation begins with field measurements of the prevalence and magnitude of emissions at the component level, e.g. valves, flanges, and open-ended lines. It then converts these into probabilistic equipment-level emission factors based on component counts for different types of equipment, e.g. separators, meters, and wellheads.
We update this simulation tool with basin-specific equipment activity data from the EPA’s Greenhouse Gas Reporting Program, e.g. the number of wellheads and pneumatic controllers per site in a given productivity range, as well as production data, to probabilistically estimate emissions at each well site in a given basin. This analysis thus estimates well site-level emission rates for all surveyed active oil and gas well sites in the six basins.
Simulated well site emissions are based on component-level measurements of methane emission frequency and magnitude, combined with counts of the number of each relevant component (e.g. valves, connectors, and open-ended lines) per piece of well site equipment (as listed in the previous paragraph). Eqs. (1) and (2) summarize the underlying mathematics behind this probabilistic emissions estimation method for a given basin, described in detail in the SI, Section S1.4 and 5.
Where Qi is simulated emissions for a given simulated well, i, and Qbasin is methane emissions from all well sites across the oil and gas-producting basin in question. The i index iterates across all wells in the basin, totalling nwells. The j index iterates across equipment types, with a total of nequip types. Qi,j is a randomly-generated equipment-level emission factor for equipment type j at well i, drawing upon empirical measurements of component counts per piece of equipment, the fraction of components emitting at a given time, and component-level emission rates per emission, described further in the Rutherford et al. 2021 and in the SI, Section S1.4 5. is an equipment activity factor (equipment count per well), drawn from EPA GHGRP data for the basin containing the simulated region. Finally, wells are translated into well sites using the spatial clustering algorithm introduced in 6. The result is a distribution of well site-level emissions based on the Qi values.
We identify the number of wells surveyed in a given campaign by filtering the Enverus coordinates of all active wells in the relevant basin by each aerial survey area 38. Enverus does not divide wells into well sites. We convert this count of wells to a count of well sites, assuming the average number of wells per site for the basin, derived from the basin-specific emissions simulation model results, which using the well-to-site clustering algorithm introduced in 6. See the SI, Section S1.6 for further detail.
To account for differences in well site productivity between the surveyed area and the basin as a whole, for each campaigns we draw simulated emissions for each surveyed well site from a well site with similar natural gas productivity. This ensures that simulated emissions are representative of the surveyed area, but does not guarantee that the overall emissions estimate from the surveyed area will be representative of the basin as a whole. See the SI, Sections S13, S1.5, S5 for further detail. The result is simulated emission levels for all well sites covered by each aerial survey.
Step 4b: Simulate midstream emissions
We do not have a site-level emissions simulation tool for midstream infrastructure, comparable to the above well site emissions simulation method. We rely on national and state-level Greenhouse Gas Inventory (GHGI) estimates from the United States Environmental Protection Agency (EPA), which includes reported annual values from 2016 through 2020 9,25. These estimates are based on similar emissions simulation methods.
EPA’s national inventory includes itemized national emissions from petroleum and natural gas systems. We consider midstream emissions to include EPA’s categories of Gathering and Boosting, Processing, and Transmission and Storage. See Table 2 for national methane emission values by sector by year. We then convert these values into a methane fractional loss rate, dividing by gross onshore US natural gas production drawn from Enverus, excluding production from the federal offshore regions of the Gulf of Mexico and Pacific, converted to methane assuming the same 90% methane fraction assumed in the rest of this work 6,38. See Table Table 2 for the resulting calculated national methane fractional loss rate by year, from natural gas midstream infrastructure and oil and natural gas production, as well as emissions from natural gas and petroleum sytems as a whole. Because the 2022 GHGI does not include values for 2021, we use 2020 values for campaigns conducted in 2021.
Table 1: National methane emissions from oil and natural gas by sector in the United States from the 2022 EPA Greenhouse Gas Inventory in millions of metric tons of methane per year 29. Includes national onshore methane production from onshore oil and natural gas activity from Enverus 38. National methane fractional loss rate estimates include ±18% error for natural gas system emissions and +32%/-28% error for petroleum systems, derived from reported uncertainty in 2020 29.
Sector (MMt/yr)
|
2016
|
2017
|
2018
|
2019
|
2020
|
Gathering & Boosting
|
1.46
|
1.53
|
1.55
|
1.6
|
1.5
|
Processing
|
0.45
|
0.46
|
0.48
|
0.51
|
0.49
|
Transmission & Storage
|
1.53
|
1.46
|
1.54
|
1.58
|
1.63
|
Midstream Total
|
3.44
|
3.45
|
3.57
|
3.68
|
3.62
|
Production Total
|
3.67
|
3.71
|
3.66
|
3.64
|
3.47
|
Production + Midstream Total
|
7.11
|
7.16
|
7.23
|
7.32
|
7.09
|
Total methane production
|
581
|
600
|
672
|
735
|
730
|
Methane fractional loss rate midstream + production [%]
|
1.2
[1.0, 1.5]
|
1.2
[1.0, 1.4]
|
1.1
[0.9, 1.3]
|
1.0
[0.8, 1.2]
|
1.0
[0.8, 1.2]
|
NG Total (from exploration to post-meter)
|
6.61
|
6.66
|
6.87
|
6.89
|
6.6
|
Oil Total (from exploration to post-meter)
|
1.62
|
1.62
|
1.54
|
1.62
|
1.61
|
Oil & NG Total
|
8.23
|
8.28
|
8.42
|
8.5
|
8.21
|
Methane fractional loss rate (from exploration to post-meter) [%]
|
1.3
[1.0, 1.5]
|
1.2
[1.0, 1.5]
|
1.1
[0.9, 1.3]
|
1.0
[0.8, 1.3]
|
1.0
[0.8, 1.2]
|
The GHGI also produces state-level emissions inventories 25. These include estimates of total methane production from natural gas systems and petroleum systems, without itemizing midstream and production emissions. For each state, we compute the methane fractional loss rate from natural gas systems by dividing by the state-level GHGI estimate by statewide production from Enverus in the corresponding year, again assuming a 90% methane fraction 6,38.
We then estimate the methane fractional loss rate from midstream infrastructure in each state by assuming that midstream emissions represent the same fraction of total emissions in each state as they do nationally, 42-44% from 2016-2020 6,29. To ensure a conservative estimate, if this value is larger than the national midstream methane fractional loss rate, we use the national rate instead. See Table 2 for estimated natural gas system and midstream fractional loss rates for each state covered in this study. All cases except the CM Permian campaigns cover only one state. In the CM Permian campaigns, we use the midstream methane fractional loss rate from Texas, as this constitutes most assets surveyed. See Table 2 for a mapping between each campaign and the state used to estimate the midstream methane fractional loss rate.
Table 2: Statewide methane emissions from oil and natural gas systems for each campaign from the EPA state-level greenhouse gas inventory. Combined with state-level onshore natural gas production from Enverus. Converted to a midstream loss rate assuming that the national fraction of oil and natural gas system methane emissions holds in each state (42% in 2016, 42% in 2017, 43% in 2018, 44% in 2019). The midstream loss rate is the minimum of this computed rate and the national midstream methane fractional loss rate (0.61% in 2016, 0.60% in 2017, 0.52% in 2019, 0.51% in 2020). The sub-aerial midstream loss rate excludes the 23% of midstream emissions estimated to come from emission sources of 42.7 kg/hr (39.5 scf/min), based on 39 as described in Step 5b. Kairos refers to Kairos Aerospace. CM refers to Carbon Mapper.
Basin/
Campaign
|
GHGI year
|
State
|
Oil & NG CH4 emissions [kt/yr]
|
CH4 production [kt/yr]
|
Oil & NG CH4 loss rate [%]
|
Midstream CH4 loss rate [%]
|
Sub-aerial midstream loss [%]
|
Kairos NM Permian
|
2019
|
NM
|
406
|
33,772
|
1.25%
|
0.52%
|
0.38%
|
CM Permian/
2019
|
2019
|
TX
|
2,096
|
189,440
|
1.15%
|
0.50%
|
0.36%
|
CM Permian/
2020
|
2020
|
TX
|
1,948
|
189,814
|
1.07%
|
0.47%
|
0.34%
|
CM Permian/
Summer 2021
|
2020
|
TX
|
1,949
|
189,814
|
1.07%
|
0.47%
|
0.34%
|
CM Permian/Fall 2021
|
2020
|
TX
|
1,948
|
189,814
|
1.07%
|
0.57%
|
0.34%
|
CM San Joaquin/
2016
|
2016
|
CA
|
349
|
6,327
|
5.74%
|
0.61%
|
0.45%
|
CM San Joaquin/
2017
|
2017
|
CA
|
320
|
6,114
|
5.45%
|
0.60%
|
0.44%
|
CM San Joaquin/
Summer 2020
|
2020
|
CA
|
316
|
5,328
|
6.16%
|
0.51%
|
0.38%
|
CM San Joaquin/
Fall 2020
|
2020
|
CA
|
316
|
5,328
|
6.16%
|
0.51%
|
0.38%
|
CM San Joaquin/
Fall 2021
|
2020
|
CA
|
316
|
5,328
|
6.16%
|
0.51%
|
0.38%
|
CM Denver-Julesburg/
Summer 2021
|
2020
|
CO
|
387
|
41,397
|
0.97%
|
0.43%
|
0.31%
|
CM Denver-Julesburg /Fall 2021
|
2020
|
CO
|
387
|
41,397
|
0.97%
|
0.43%
|
0.31%
|
CM Pennsylvania/
2021
|
2020
|
PA
|
684
|
129,151
|
0.55%
|
0.24%
|
0.18%
|
CM Uinta/2020
|
2020
|
UT
|
101
|
4,366
|
2.40%
|
0.51%
|
0.38%
|
Kairos Fort Worth/2021
|
2020
|
TX
|
1,948
|
189,814
|
1.07%
|
0.47%
|
0.34%
|
Step 5a: Combine aerially measured and simulated well site inventories
We then combine the generated well site-level inventories of aerially measured and simulated emissions from Steps 2-4a. For each Monte Carlo realization we transition from simulated to measured emissions at the emission size at which measured emissions consistently dominate estimated emissions. This approach avoids double-counting across aerial and simulated emissions inventories. See the SI, Sections S1.8 and S3 for further detail.
Note that this transition point may be larger than the smallest emission detected in the corresponding aerial survey. This is because aerial emissions detection systems generally detect only some fraction of emissions below a certain size. This partial detection range can vary depending on the technology, quality control processes, and environmental conditions. Thus, raw aerial measurements may underestimate total emissions on the low end of the detected range.
For Kairos, we are able to correct the aerially measured emissions distribution for missed emissions in this partial detection range using results from single-blind controlled release testing 26. See the SI, Section S1.7 for further detail. Although Carbon Mapper has conducted some controlled release testing to characterize minimum detection capabilities, we do not have sufficient data to apply similar correction factors, as discussed in the SI, Section S1.1.
Thus, we use measured emissions for all well sites with emissions larger than or equal to the transition point, after accounting for partial detection. We use simulated emissions for all other surveyed well sites.
Step 5b: Combine aerially measured and simulated midstream inventories
Simulated midstream emissions inventories, derived from the EPA GHGI, are not disaggregated into site-level emissions. As a result, we cannot directly apply the above method, removing all simulated emissions above (and all aerially measured emissions below) a transition point emission size.
Instead, we remove a fraction of simulated midstream emissions corresponding to aerially visible emissions from key field measurements that underlie midstream emissions estimates from the GHGI. Midstream emissions estimates in the national GHGI use several data sources, including company-provided submissions to the Greenhouse Gas Reporting Program, as well as peer-reviewed field measurements and simulations 9. The GHGI uses Zimmerle et al. 2015 as the basis for estimates of transmission and storage emissions and compressors 9,39. Zimmerle et al. estimate that 1 in 25 facilities is a “super-emitter”, with emissions of at least 35.9 standard cubic feet per minute (scf/min) of methane, or 42.7 kg/hr, based on the molecular weight of 19.2 grams of methane per standard cubic foot 40. The average emission rate of observed emissions in this range is 496 scf/min, or 536 kg/hr per facility 39.
Thus, average super-emitter emissions per facility are 536/25 = 21.4 kg/hr. The minimum emission in this “super-emitter” range, 42.7 kg/hr, is comparable to the transition point between simulated and aerially measured emissions distributions for well sites. For simplicity, our midstream estimates include all aerially measured emissions and remove the estimated share of simulated emissions from sources of 42.7 kg/hr or higher.
Zimmerle et al. estimate average emissions per compressor station at 96.7 kg/hr (847 t/yr), with 76.5 kg/hr (670 t/yr) for transmission stations. If aerially visible emissions contribute an average of 21.4 kg/hr per facility, this represents 22% and 28% of total emissions, respectively. To be conservative, we remove 28% of all midstream emissions, including pipelines, to avoid overlap with the aerially measured distribution. See Table 1 for the simulated midstream methane fractional loss rate excluding aerially detectable emissions.
EPA includes additional low and high estimates of methane emissions from natural gas systems, -18% and +18%, for the year 2020. We apply these uncertainties to midstream emissions estimates when computing the 95% confidence interval for total estimated methane emissions for well sites and midstream assets, using the low value to compute the 2.5th percentile and the high value to compute the 97.5th percentile.
We then multiply this methane fractional loss rate by total methane production from all covered well sites to generate an estimated methane emission rate from midstream assets, including only emissions below 42.7 kg/hr, corresponding roughly to emissions below the aerial minimum detection threshold. We compute total methane production from Enverus, including all active oil and natural gas wells covered in the aerial campaign, as described in the SI, Section S1.5.
Step 6: Methane fractional loss estimation
We estimate campaign-specific fractional loss rate, Lc as follows:
Where Ec is total estimated emissions from all well sites and midstream assets covered in the campaign, based on the combined distribution of aerially measured emissions, corrected for partial detection, plus simulated emissions, as described in steps 1-5b. We then compute Pc, total methane production for all covered well sites, using the method described in the SI, Section S1.5.
Note that we then assume this gas has a molar methane fraction of 90% in all basins 6, likely a conservatively high estimate more representative of transmission pipeline-ready natural gas than the gross gas production at the wellsite reported by Enverus, discussed further in the SI, Section S7. A lower molar methane fraction would reduce estimated methane production, thus increasing the estimated methane fractional loss rate.
Methods References
33. Thorpe, A. K., Bue, B. D., Thompson, D. R. & Duren, R. M. Methane Plumes Derived from AVIRIS-NG over Point Sources across California, 2016-2017. https://doi.org/10.3334/ORNLDAAC/1727 (2019).
34. Cusworth, D. H. Methane plumes for NASA/JPL/UArizona/ASU Sep-Nov 2019 Permian campaign [Data set]. https://doi.org/10.5281/zenodo.5610307 (2021).
35. Cusworth, D. et al. Methane plumes from airborne surveys 2020-2021 (1.0) [Data set]. https://doi.org/10.5281/zenodo.5606120 (2021).
36. Berman, E. S. F., Wetherley, E. B. & Jones, B. B. Technical White Paper: Methane Detection. Kairos Aerospace (2021) doi:10.17605/OSF.IO/HZG52.
37. Thorpe, A. K. et al. Mapping methane concentrations from a controlled release experiment using the next generation airborne visible/infrared imaging spectrometer (AVIRIS-NG). Remote Sensing of Environment 179, 104–115 (2016).
38. Enverus. Enervus Exploration and Production. https://www.enverus.com/industry/exploration-and-production/ (2022).
39. Zimmerle, D. J. et al. Methane Emissions from the Natural Gas Transmission and Storage System in the United States. Environ. Sci. Technol. 49, 9374–9383 (2015).
40. GPSA. Section 1 General Information. in Engineering Data Book vol. 1 (Gas Processors Supply Association, 2011).