Abstract
The growth rate of the atmospheric abundance of methane (CH4) reached a record high of 15.4 ppb yr−1 between 2020 and 2022, but the mechanisms driving the accelerated CH4 growth have so far been unclear. In this work, we use measurements of the 13C:12C ratio of CH4 (expressed as δ13CCH4) from NOAA’s Global Greenhouse Gas Reference Network and a box model to investigate potential drivers for the rapid CH4 growth. These measurements show that the record-high CH4 growth in 2020–2022 was accompanied by a sharp decline in δ13CCH4, indicating that the increase in CH4 abundance was mainly driven by increased emissions from microbial sources such as wetlands, waste, and agriculture. We use our box model to reject increasing fossil fuel emissions or decreasing hydroxyl radical sink as the dominant driver for increasing global methane abundance.
Keywords: methane, stable isotopes, greenhouse gases
Methane (CH4) is the second-most abundant anthropogenic greenhouse gas and has global warming potential (GWP) of 28 over 100 y (1); as a result, CH4 has consequential near-term radiative effects and is a prominent target for mitigation (2). Following a short pause in growth from 1999 to 2006, both the abundance and growth rate of atmospheric methane have been increasing (3). During 2020–2022, the observed CH4 growth rate reached a record high since NOAA measurements began in 1983, averaging 15.4 ± 0.6 ppb yr−1 (4). Understanding the mechanisms driving this accelerated growth is essential for predicting its future climate impact and providing scientific support for climate mitigation strategies (2).
The carbon isotopic composition of atmospheric CH4 (δ13CCH4) is a powerful tool for tracking the sources and sinks of atmospheric CH4. Different CH4 sources have distinctive δ 13CCH4 values: Microbial CH4 emissions (wetlands, livestock, landfills, etc.) have lower δ13CCH4 values (global mean of –62‰) than pyrogenic (biomass and biofuel burning, global mean of –24‰) and fossil fuel CH4 emissions (global mean of –45‰) (5). Various sinks of atmospheric CH4 also have distinctive isotopic effects. Therefore, combined observations of atmospheric CH4 mole fraction and δ13CCH4 can provide unique constraints on the changes of global CH4 sources and sinks during the post-2006 rapid CH4 growth.
The National Oceanic and Atmospheric Administration’s Global Monitoring Laboratory (NOAA/GML) has been carefully monitoring the global CH4 burden through the Global Greenhouse Gas Reference Network (GGGRN) for over four decades. The collaboration between NOAA/GML and the Institute of Arctic and Alpine Research (INSTAAR) at the University of Colorado Boulder has enabled δ13CCH4 measurements from the GGGRN since 1998, currently measuring weekly or biweekly from 22 globally distributed background sites (6). The dataset has been widely used for studying the evolution of global CH4 sources and sinks (7–9). Here, we report our most recent observations of atmospheric CH4 mole fractions and δ13CCH4 values through the end of 2022 and then use a box model to examine and quantify the contributions of potential drivers of the record-high CH4 growth rate.
Results and Discussion
The global average methane growth rates in 2020, 2021, and 2022 reached record levels of 15.2 ± 0.45, 17.9 ± 0.45, and 13.1 ± 0.8 ppb yr−1, significantly higher than the average growth rates of 9.2 ppb yr−1 in 2014–2020, and 5.3 ppb yr−1 in 2008–2014 (Fig. 1A). Meanwhile, we observed the lowest global average δ13CCH4 in the observational record: –47.67 ± 0.01‰ in 2022. The global δ13CCH4 growth rate from 2020–2022 was –0.09 ± 0.01‰ yr−1, a much faster decrease than –0.04 ± 0.02‰ yr−1 in 2014–2020 and –0.03 ± 0.02‰ yr−1 in 2008–2014 (Fig. 1A).
Fig. 1.
(A) Trend of globally averaged CH4 abundance (in gray) and δ13CCH4 (purple) from the NOAA/GML GGGRN. Mean growth rates of CH4 mole fraction and δ13CCH4 are shown for the following time periods: 1983–1998, 1999–2006, 2008–2014, 2014–2020, and 2020–2022. (B) Colocated δ13CCH4 measurements at Alert (Canada), Svalbard (Norway), and Antarctica by INSTAAR, NIWA, TU/NIPR, and MPI. Each dataset is fitted with a trend in the same color.
The rapid decrease in δ13CCH4 in 2020–2022 is observed by multiple long-term monitoring programs: Max Planck Institute (MPI), National Institute of Water and Atmospheric Research (NIWA), and Tohoku University and National Institute of Polar Research (TU/NIPR, Fig. 1B), which have independent sampling schemes, analytical techniques, and data processing and quality protocols. These observations exhibit similar trends confirming the accelerated decreasing trend in atmospheric δ13CCH4 in 2020–2022 (SI Appendix).
To investigate potential drivers for the rapid CH4 growth, we used a box model (10) to reconstruct the time series of global average CH4 mole fraction and δ13CCH4. Initial model emissions and sinks prior to 1999 are based on optimized values from a global 3-D inverse model (8) to allow the model to reach steady state with respect to CH4 mole fractions and δ13CCH4 during 1999 to 2006. We treated the time series as four segments (1999–2006, 2008–2014, 2014–2020, and 2020–2022), each with distinct CH4 and δ13CCH4 growth rates (Fig. 1A). We conducted different simulations to test the isotopic response to possible CH4 growth drivers (Fig. 2): 1) decreased OH in the troposphere (OH); 2) increased fossil-fuel emissions (FF); 3) increased microbial emission (MICR). In each simulation, we adjusted the flux of each source/sink category in each time segment to match the observed CH4 growth rate and then compared the resulting simulated atmospheric δ13CCH4 values to our observations.
Fig. 2.
(A) Modeled response of CH4 mole fraction and δ13CCH4 due to different CH4 growth drivers. (B) Emissions and CH4 lifetime relative to OH for each scenario.
Our model shows that only the MICR simulation displays a decrease in δ13CCH4. However, increasing only microbial emissions resulted in lower δ13CCH4 than the observations, so we also adjusted fossil fuel emissions to best fit both the observed CH4 mole fraction and δ13CCH4 (Fig. 2). Our best-fit result of the MICR simulation (SI Appendix) required an increase of microbial emissions over the steady state mean by 14 Tg yr−1 in 2008 with a concurrent increase in fossil emissions of 10 Tg yr−1; then in 2014, the microbial emissions increased by an additional 22 Tg yr−1, and fossil emissions increased by 3 Tg yr−1. These results are consistent with previous inverse modeling studies (8, 11, 12) that suggested approximately 85% of CH4 growth during 2007–2020 was due to increased microbial emissions. To capture the rapid growth in CH4 mole fraction and the decline of δ13CCH4 in 2020–2022, our model suggests an increase in microbial emissions of 32 Tg yr−1 in 2020 with no increase in fossil CH4 emissions required to match observations.
Decreases in biomass burning emissions between 10 to 30% over the past 2 decades (13, 14) could also explain some of the observed changes in δ13CCH4. Such decreases allow for more fossil emissions due to high δ13CCH4 from biomass burning. However, even considering the decreased biomass burning emissions, our model still suggests the post-2020 CH4 growth is almost entirely driven by increased microbial emissions (SI Appendix). Likewise, we modeled 1) a small increasing trend in OH number density (15), 2) an alternate OH fraction factor, and 3) a more negative δ13CCH4 value of fossil fuel emissions. In all scenarios, emission increases dominated by microbial sources are required to track both atmospheric CH4 and δ13CCH4 (SI Appendix). In this underconstrained problem, there are many ways to adjust model parameters to fit the model to the atmospheric data; however, all of the reasonable solutions require very large increases in microbial emissions. (An example of an unrealistic scenario would be an extreme case where biomass burning emissions decline to zero by 2020; only then do fossil fuel emission increases become comparable to those from microbial sources.)
Atmospheric δ13CCH4 does not allow us to differentiate between anthropogenic microbial sources (livestock, landfills) and natural ones (wetlands), so further study is necessary to investigate the potential climate feedback hypothesis (16). However, our box model suggests that microbial emissions played an even more significant role during 2020–2022 than in the years since 2008, which is in general agreement with studies that emphasize the key role of wetland emission increases to the recent global CH4 budget (11, 12, 17, 18).
Materials and Methods
Atmospheric δ13CCH4 of background air samples collected from the GGGRN are measured using an Isotope Ratio Mass Spectrometer equipped with a custom-built extraction system which traps methane from whole air, focuses the sample, separates it from other carbon-containing compounds, combusts it to CO2, and measures it relative to a standard (6). Data extension and integration techniques were used to convert global measurements of CH4 and δ13CCH4 from the GGGRN into global averages and growth rates.
We used a two-box model with time steps of 0.2 y to investigate changes in sources and sinks that could match our observations of CH4 and δ13CCH4. The box model specifies CH4 emissions from microbial, fossil, and pyrogenic sources with prescribed δ13C values of –61.7‰, –44.8‰, and –24.3‰, respectively (5). Sinks include uptake by soil microbes, and oxidation by OH, Cl, and O(1D), all of which have associated kinetic isotope fractionation factors. The model was tuned to match observations from 1999–1996 and then adjusted to test the isotopic effects of different source/sink scenarios. More details are available in SI Appendix.
Supplementary Material
Appendix 01 (PDF)
Acknowledgments
We thank the people around the world who support NOAA’s GGGRN, NOAA GML personnel Monica Madronich and Eric Moglia, and INSTAAR Stable Isotope lab team members Kerstin Braun, John Ortega, Taline Leon, and Bruce Vaughn. INSTAAR’s Stable Isotope Lab is funded in part by NOAA GML. This research was also partially supported by NOAA Climate Program Office AC4 program NA23OAR4310283 and NOAA cooperative agreement NA22OAR4320151.
Author contributions
S.E.M., X.L., J.M., and J.L. designed research; S.E.M., X.L., J.M., J.R.C., and J.L. performed research; S.E.M., X.L., J.M., P.T., J.R.C., H.S., P.S., G.B., S.M., and H.M. contributed new reagents/analytic tools; S.E.M., X.L., J.M., and J.L. analyzed data; and S.E.M., X.L., J.M., P.T., and J.L. wrote the paper.
Competing interests
The authors declare no competing interest.
Data, Materials, and Software Availability
Data have been deposited in NOAA Global Monitoring Laboratory Data Repository (https://doi.org/10.15138/JQEV-PF31) (19).
Supporting Information
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Associated Data
This section collects any data citations, data availability statements, or supplementary materials included in this article.
Supplementary Materials
Appendix 01 (PDF)
Data Availability Statement
Data have been deposited in NOAA Global Monitoring Laboratory Data Repository (https://doi.org/10.15138/JQEV-PF31) (19).


