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Serrano, M., Campuzano, S. A., and Pavón-Carrasco, F. J. (2026). Persistent regional patterns of secular acceleration at the core–mantle boundary and their relation to geomagnetic jerks over the past 125 years. Physics of the Earth and Planetary Interiors 381, 107615. Online October 5, 2026; volume dated December 2026. Peer reviewed; open access, CC BY 4.0. We could not read it: ScienceDirect met our tools and a real browser with a CAPTCHA, which the site’s rules do not let us pass, and we found no other copy. Abstract only, from an index copy [4], paraphrased on this page and not quoted; no figure is redrawn.
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SpaceWeatherNews (S0) (October 24, 2026). Earth Field Chaos, Solar Storm Deaths | S0 News Oct.24.2026. YouTube video, https://www.youtube.com/watch?v=e526hqAnTwg. Quoted from the automatically generated transcript; times are positions in the video. The label “Growing/Spreading Jerk Variation” is the episode’s own, on its link to the paper in the video’s description.
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Crossref. Metadata record for doi:10.1016/j.pepi.2026.107615. Retrieved October 25, 2026: record created October 5, 2026; volume 381, article 107615, issued December 2026; 49 references; funders the Community of Madrid (PIPF-2022/TEC-25005) and Spain’s Ministry of Science and Innovation (RYC2023-044408-I and PID2024-159020NB-I00); CC BY 4.0 for the version of record; no abstract deposited.
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OpenAlex. Work W7220411698. Retrieved October 25, 2026: publication date October 5, 2026; open access at the publisher, no repository copy; the authors’ affiliations; and the paper’s abstract, held as an index copy, which we paraphrase.
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Kloss, C., Finlay, C. C., Olsen, N., Tøffner-Clausen, L., Gillet, N., and Grayver, A. (2026). The CHAOS-8 geomagnetic field model. Earth, Planets and Space 78, 21. CC BY 4.0. We read the full text.
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Kloss, C., Finlay, C. C., Olsen, N., Tøffner-Clausen, L., Gillet, N., and Grayver, A. (2026). CHAOS-8 geomagnetic field model, version 8.5 (data set). Zenodo; distributed by DTU Space: release of February 2, 2026, with satellite data to December 2025, the file CHAOS-8.5_spline-coefficients.dat from the CHAOS-8 archive. CC BY 4.0. The model the paper uses for 2000–2025, re-run by us.
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Huder, L., Gillet, N., Finlay, C. C., Hammer, M. D., and Tchoungui, H. (2020). COV-OBS.x2: 180 years of geomagnetic field evolution from ground-based and satellite observations. Earth, Planets and Space 72, 160. CC BY 4.0. We read the full text (Europe PMC).
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Huder, L., Gillet, N., Finlay, C. C., Hammer, M. D., and Tchoungui, H. (2020). COV-OBS.x2 geomagnetic field model: the mean internal model, file COV-OBS.x2-int, distributed by DTU Space; the download page states no licence. One of the two models the paper uses for the 20th century, re-run by us.
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Baerenzung, J., Holschneider, M., Saynisch-Wagner, J., and Thomas, M. (2022). Kalmag: a high spatio-temporal model of the geomagnetic field. Earth, Planets and Space 74, 139. CC BY 4.0. We read the full text; the model’s own files could not be downloaded.
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Finlay, C. C., Kloss, C., Olsen, N., Hammer, M. D., Tøffner-Clausen, L., Grayver, A., and Kuvshinov, A. (2020). The CHAOS-7 geomagnetic field model and observed changes in the South Atlantic Anomaly. Earth, Planets and Space 72, 156. CC BY 4.0. We read the full text (Europe PMC).
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Finlay, C. C., Olsen, N., Kotsiaros, S., Gillet, N., and Tøffner-Clausen, L. (2016). Recent geomagnetic secular variation from Swarm and ground observatories as estimated in the CHAOS-6 geomagnetic field model. Earth, Planets and Space 68, 112. CC BY 4.0. We read the full text.
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Aubert, J., and Finlay, C. C. (2019). Geomagnetic jerks and rapid hydromagnetic waves focusing at Earth’s core surface. Nature Geoscience 12, 393–398. We read the abstract on the publisher’s page.
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Gillet, N., Gerick, F., Angappan, R., and Jault, D. (2022). A dynamical prospective on interannual geomagnetic field changes. Surveys in Geophysics 43, 71–105. CC BY 4.0. We quote its abstract from the publisher’s page.
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Mandea, M., Holme, R., Pais, A., Pinheiro, K., Jackson, A., and Verbanac, G. (2010). Geomagnetic jerks: rapid core field variations and core dynamics. Space Science Reviews 155, 147–175. We read the abstract on the publisher’s page.
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Alexandrescu, M., Gibert, D., Hulot, G., Le Mouël, J.-L., and Saracco, G. (1996). Worldwide wavelet analysis of geomagnetic jerks. Journal of Geophysical Research: Solid Earth 101(B10), 21975–21994. Abstract only, read through an index (OpenAlex) and paraphrased.
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Torta, J. M., Pavón-Carrasco, F. J., Marsal, S., and Finlay, C. C. (2015). Evidence for a new geomagnetic jerk in 2014. Geophysical Research Letters 42(19), 7933–7940. We read the full text in an author’s copy; § 1 is its introduction.
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Brown, W. J., Mound, J. E., and Livermore, P. W. (2013). Jerks abound: an analysis of geomagnetic observatory data from 1957 to 2008. Physics of the Earth and Planetary Interiors 223, 62–76. CC BY 3.0. Abstract only, read through an index (OpenAlex) and paraphrased.
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Campuzano, S. A., Pavón-Carrasco, F. J., De Santis, A., González-López, A., and Qamili, E. (2021). South Atlantic Anomaly areal extent as a possible indicator of geomagnetic jerks in the satellite era. Frontiers in Earth Science 8, 607049. CC BY 4.0. By two of the paper’s authors; we read the full text.
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Pavón-Carrasco, F. J., Marsal, S., Campuzano, S. A., and Torta, J. M. (2021). Signs of a new geomagnetic jerk between 2019 and 2020 from Swarm and observatory data. Earth, Planets and Space 73, 175. CC BY 4.0. We read the full text.
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Whaler, K. A., Hammer, M. D., Finlay, C. C., and Olsen, N. (2022). Core surface flow changes associated with the 2017 Pacific geomagnetic jerk. Geophysical Research Letters 49(15), e2022GL098616. CC BY 4.0. We read the full text (Europe PMC).
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Chulliat, A., Nair, M., and Califf, S. (2026). Candidate geomagnetic field models for IGRF-14 and secular acceleration since 2020. Earth, Planets and Space 78, 26. CC BY 4.0. We read the full text.
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Chulliat, A., and Maus, S. (2014). Geomagnetic secular acceleration, jerks, and a localized standing wave at the core surface from 2000 to 2010. Journal of Geophysical Research: Solid Earth 119(3), 1531–1543. Abstract only, read through an index (OpenAlex) and paraphrased.
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Bai, C., Gao, G., Wen, L., and Kang, G. (2024). Dynamic evolution of amplitude and position of geomagnetic secular acceleration pulses since 2000. Frontiers in Earth Science 12, 1383149. CC BY 4.0. We read the full text.
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He, F., Wei, Y., Maffei, S., Livermore, P. W., Davies, C. J., Mound, J., Xu, K., Cai, S., and Zhu, R. (2021). Equatorial auroral records reveal dynamics of the paleo-West Pacific geomagnetic anomaly. Proceedings of the National Academy of Sciences 118(20), e2026080118. CC BY 4.0. We read the full text (Europe PMC) and quote its introduction, an unheaded opening section.
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Yue, Y., Gao, J., Wei, Y., He, F., Cai, S., Wang, H., Wang, Y., and Rong, Z. (2024). Evolution and disappearance of the paleo-West Pacific Anomaly: implications to the South Atlantic Anomaly. EGU General Assembly 2024, abstract EGU24-13711. Conference abstract, not peer reviewed. CC BY 4.0.
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Yue, Y., Amit, H., Terra-Nova, F., Marum, V., Wang, Y., and Wei, Y. (2026). Time dependence of multiple geomagnetic surface intensity minima. EGU General Assembly 2026, abstract EGU26-12741. Conference abstract, not peer reviewed. CC BY 4.0.
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NOAA Ocean Service. What is the Bermuda Triangle? National Ocean Service fact page. Retrieved October 25, 2026.
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Wikipedia. Bermuda Triangle, revision of October 25, 2026. CC BY-SA 4.0. Used only for the region’s usual bounds.
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Wikipedia. Devil’s Sea, revision of July 10, 2026. CC BY-SA 4.0. Used only for the region’s location.
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Finlay, C. C., Aubert, J., and Gillet, N. (2016). Gyre-driven decay of the Earth’s magnetic dipole. Nature Communications 7, 10422. CC BY 4.0. Cited as on our page When Earth’s magnetic field falters.
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Brown, M., Korte, M., Holme, R., Wardinski, I., and Gunnarson, S. (2018). Earth’s magnetic field is probably not reversing. Proceedings of the National Academy of Sciences 115(20), 5111–5116. Cited as on our page When is the next magnetic excursion due?.
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IAGA Working Group V-MOD (2024). International Geomagnetic Reference Field, 14th generation (IGRF-14): Gauss coefficients 1900–2025 and secular variation 2025–2030. Data file, NOAA National Centers for Environmental Information; checked against the British Geological Survey’s online geomagnetic calculator. Used only to test our code.
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Natural Earth. Coastline, 1:110 million scale. Public domain. Used for the outlines on our maps.