Slab Dehydration Linked to Great Earthquake Rupture Barriers Along the Alaska Peninsula

https://doi.org/10.1029/2025GL115790
2025-09-17
Geophysical Research Letters . Volume 52 , issue 18
Liam Moser, Juan Pablo Canales, Anne Bécel

Abstract

The amount of water entering subduction zones and how it is stored within the slab is debated. This limits our understanding of where subducted fluids are released and therefore how pore pressure influences slip behavior along megathrusts. Here we present 3-D compressional and shear-wave velocity models, and their ratio Vp/Vs, of the Alaska Peninsula subduction zone using local earthquake tomography. We investigate the hydration of, and fluid release from, the downgoing plate, and how this impacts recent megathrust ruptures. First, we identify a wide-spread oceanic crust and upper mantle water reservoir, resulting from fluid-filled porosity. Second, slab dehydration is inferred from velocity anomalies along the plate interface interpreted as high pore fluid pressure regions. These regions bound the 2020 Mw7.8 Simeonof, 2021 Mw8.2 Chignik, and 2023 Mw7.2 earthquake rupture zones, demonstrating how locations of fluid release and elevated pore pressure impact megathrust frictional properties and act as rupture barriers.

Plain Language Summary

Subduction zones host the world's largest earthquakes. From the point that an oceanic tectonic plate is formed to the point that it subducts, seawater interacts with the rocks and becomes stored within them. How this water is stored effects how it's released when the plate subducts, which in turn controls the behavior of these large subduction zone earthquakes (greater than magnitude 7). Here we use the waves from thousands of smaller earthquakes (less than approximately magnitude 6) collected on both onshore and offshore (ocean bottom) seismometers to image the structure of the Alaska Peninsula subduction zone. First, we identify that water is stored within the crust and likely the mantle of the oceanic plate as free fluid in the rock's cracks and pores. Second, we show that when water is released, due to the increasing pressure and temperature of subduction, it forms regions of high fluid pressure. These regions limited the size of the 2020 Mw7.8 Simeonof, 2021 Mw8.2 Chignik, and 2023 Mw7.2 earthquakes showing how fluid storage, release, and pressure impacts large subduction zone earthquakes.

Key Points

  • We present 3-D compressional and shear-wave velocity models of the Alaska Peninsula subduction zone using local earthquake tomography

  • There is a wide-spread water reservoir within the subducting crust and likely the upper mantle, resulting from fluid-filled porosity

  • High pore pressure regions act as rupture barriers for the 2020 Mw7.8 Simeonof, 2021 Mw8.2 Chignik, and 2023 Mw7.2 earthquakes

1 Introduction

Water incorporated into the oceanic lithosphere during accretion and subsequent evolution is released at subduction zones, affecting processes such as seismogenesis (Gao & Wang, 2017; Moreno et al., 2018), arc melt production (McGary et al., 2014), and water cycling into the mantle (Cai et al., 2018; Miller et al., 2021). At the plate interface, fluids are thought to decrease megathrust locking (Moreno et al., 2014) and facilitate more frequent small events (Poli et al., 2017; Schlaphorst et al., 2016). Elevated pore-fluid pressure reduces normal stress, weakening the fault and promoting aseismic slip (Ruina, 1983). However, the amount of water entering subduction zones and how it is stored within the slab is a matter of debate (Cai et al., 2018; Korenaga, 2017; Mark et al., 2023; Miller et al., 2021). Depending on pressure and temperature conditions, and whether hydration occurs as interstitial free fluid or minerally bound water, fluid release from the slab occurs at different depths (Hacker et al., 2003). These and factors such as heterogenous hydration of the incoming plate (Shillington et al., 2015) and variable sediment input (Peacock, 1990), all hinder understanding of how slab fluids affect earthquake behavior. Here we present a regional earthquake tomography study of the Alaska Peninsula (AP) subduction zone that investigates the extent and modes of hydration of the slab, and how fluids released from the slab impact the frictional properties of the megathrust and create barriers around preferential earthquake nucleation regions.

The AP subduction zone represents the convergent margin between the North American plate and the ∼55–48 Ma Pacific plate in the western portion of the Alaskan arc (Müller et al., 2008). It is bounded to the west by Unimak and the Shumagin Islands and to the east by Kodiak Island (Figure 1a). Along-strike variability in earthquake rupture history is commonly used to define “segments” and “seismic gaps” (e.g., Davies et al., 1981). From west to east our study area comprises three segments: Shumagin, Semidi, and Kodiak (Shillington et al., 2015). The AP has hosted four >Mw8 megathrust earthquakes in the last 100 years. Recently, the 2020 Mw7.8 Simeonof earthquake ruptured into the Shumagin segment, a hypothesized seismic gap for great earthquakes (>∼Mw8) (Crowell & Melgar, 2020; Davies et al., 1981). In 2021 the Mw8.2 Chignik earthquake ruptured down-dip of the 1938 Mw8.2 asperity (Zhao et al., 2022), and in 2023 a Mw7.2 nucleated west of the Simeonof event (USGS, 2024).

Details are in the caption following the image

Study region maps showing bathymetry for the upper plate, and vertical gravity gradient (Sandwell et al., 2014) and magnetic anomalies (Meyer et al., 2017) for the incoming plate in panels (a) and (b), respectively. Gravity and magnetic anomalies highlight FZs and plate fabric orientation, respectively. Red circles are stations. The white fault trace is the plate boundary. Gray-scale circles are epicenters for the events used in the inversion. Rupture zones of great earthquakes (aftershock regions) are denoted by orange lines (Davies et al., 1981; López & Okal, 2006). Stars are epicenters of the 2020 Simeonof, 2021 Chignik, and 2023 M7.2 earthquakes.

The geodetically inferred plate locking fraction also varies along-strike from nearly fully locked in the Kodiak segment, to partially locked in the Semidi, to freely slipping in the Shumagin segment (Drooff & Freymueller, 2021; Li & Freymueller, 2018). This region also exhibits variations in inter-plate and intermediate-depth seismicity, and in extent of hydration of the incoming plate, all of which decrease in the Semidi segment relative to the other segments (Acquisto et al., 2024; Shillington et al., 2015; Wei et al., 2021) (Figure 1b). Decreased coupling and elevated inter-plate seismicity in the Shumagin segment is hypothesized to be caused by rough seafloor and thin sediment cover promoting frequent smaller earthquakes, while elevated intermediate-depth seismicity is attributed to bend faulting which increases plate hydration and inter-slab complexity (Masson, 1991; Shillington et al., 2015). In the Semidi segment, an over-pressured subducted sediment channel at shallow depth (0–10 km) dewaters leaving a large uniform asperity that promotes plate locking and reduces smaller inter-plate seismicity (Li et al., 2018; Wang & Bilek, 2011). The decrease in intermediate-depth earthquakes in the Semidi segment is attributed to the lack of bend faulting, due to the orthogonal subduction of the plate fabric (Figure 1b).

1.1 Evidence for Hydration of the Downgoing Plate

We use P- and S-wave arrival times from regional earthquakes recorded during the Alaska Amphibious Community Seismic Experiment (AACSE) (Barcheck et al., 2020) (Figure 1) to develop three dimensional (3-D) compressional and shear-wave velocity (Vp and Vs) tomography models (Koulakov, 2009) (Text S1–S4 in Supporting Information S1). The models clearly delineate the transition from oceanic lithosphere (Vp > 7 km/s) to upper-plate lithosphere (Vp = ∼6–6.5 km/s) (Figure 2a), which is coincident with existing slab model JB2010 (Jadamec & Billen, 2010). Within the upper ∼25 km of the subducting plate, we image a trench subparallel region of elevated Vp/Vs  $\mathit{\approx }$  1.87 ± 0.08, a feature resulting primarily by a decrease in Vs (Figures 2c, 2e, 2g, and 3a). The high Vp/Vs shows along-strike amplitude variations that reach the highest values of ∼1.95 ± 0.10 in the Semidi segment. Resolution tests show: (a) that along-trench variations in amplitude of the high Vp/Vs feature are resolvable at lateral scales of 50 km or larger (Text S5, Figures S6 and S7 in Supporting Information S1); (b) that the feature is not an artifact arising from smearing of high Vp/Vs in the overriding accretionary prism (Text S8, Figure S16 in Supporting Information S1); and (c) the feature is not an artifact arising from using different P- and S-wave data quantities, as it persists in an inversion where only event-station pairs with both P- and S-wave picks are used, albeit with reduced magnitude (Text S11, Figure S20 in Supporting Information S1).

Details are in the caption following the image

Horizontal slices at 20 and 40 km depth through the (a, b) Vp, (c, d) δVp (%), (e, f) δVs (%), and (g, h) Vp/Vs models. δVp (%) and δVs (%) are calculated against the one-dimensional starting model. The black dashed line locates the trench. The gray and black solid lines are slab contours from JB2010 (Jadamec & Billen, 2010) and Slab2 (Hayes et al., 2018), respectively. B-B′ locates transect in Figure 3a. Arrows highlight the location of the high Vp/Vs feature. Red contours in (g, h) are Vp/Vs = 1.9. White circles are earthquakes projected from ±5 km depth from the slice.

Details are in the caption following the image

(a) Vp/Vs along transect B-B’ (Figure 2). Gray lines mark JB2010 slab depth and 10 and 30 km below it. Black line is Slab2 depth. Earthquakes (black circles) are projected from ±50 km perpendicular to the transect. (b) Solid circles are Vp and Vs datapoints averaged from ±5 km along the entire 3-D slab top. Red ellipses denote uncertainty for each datapoint, with mean shown in inset. Black outlined squares show expected Vp and Vs of MORB and its metamorphic facies. Filled symbols are colored by depth. Datapoints with an uncertainty range that do not overlap the MORB metamorphism trend have white outlines. Dashed and solid gold to brown lines are Vp and Vs effective medium theory predictions in a crack aspect-ratio and porosity parameter space (Text S10). Panels (c) and (d) same as (b) but for datapoints 10 and 30 km below the slab top. Blue dashed line is the serpentinization trend and white edges denote datapoints off the trend.

Figure 3 shows crossplots of Vs versus Vp datapoints extracted from our 3-D models along the top of the slab as well as 10 and 30 km below it. Due to model discretization and smoothing, slab-top datapoints reflect a mixture of oceanic crust and mantle, and bottom of the overriding plate, while those extracted 10 km below the plate interface are more representative of oceanic lower crust and mantle. Datapoints from the slab top with depths >∼30 km have Vp and Vs increasing with depth and match —within their uncertainties (Text S6 and S13; Figures S8–S10 in Supporting Information S1)— the expected velocities for subducting mid-ocean ridge basalt (MORB) and its prograde metamorphism (Hacker et al., 2003) (Figure 3b). A portion of datapoints from depths <∼30 km, mostly with Vp < 7 km/s, depart from this trend and cannot be explained by unmetamorphosed MORB. This general pattern is also observed when a more restricted set of P- and S-wave picks are inverted, albeit with less scatter (Figure S21b in Supporting Information S1). This departure can be explained by MORB with seawater-filled crack-like porosity, based on effective medium theory (Kuster & Toksöz, 1974; Toksöz et al., 1976) (i.e., thin crack-aspect-ratios of <0.01 and rock porosities of <1%, Figure 3b). However, the full scatter (i.e., Vs > 3.7, depths >20 km) requires porosities >3% which are unrealistic for those depths (Carlson & Herrick, 1990). Thus, this departure likely also reflects heterogenous lithologies near the plate interface, including basalts, subducted and accreted sediments, and forearc terranes.

In the slab mantle datapoints cluster within a broad range of Vp and Vs values (Vp $\mathit{\approx }$ 6.75–8.4 km/s, Vs $\mathit{\approx }$ 3.5–4.9 km/s) (Figure 3c). Serpentinization of mantle peridotites reduces Vp and Vs but at different rates, resulting in elevated Vp/Vs (Christensen, 2004; Grevemeyer et al., 2018; Miller et al., 2021). Nearly all datapoints, within their uncertainties, follow a serpentinization trend between unaltered peridotite and ∼30% serpentinization. Datapoints representing the along-trench high Vp/Vs feature depart from the serpentinization trend at Vs < 4 km/s and plot within a Vp of ∼7–7.5 km/s. This pattern is qualitatively explained by effective medium theory assuming seawater-filled cracks at low porosities of <∼0.5% with very small aspect ratios (<3·10−3) hosted in peridotite (Text S10 in Supporting Information S1). However, the test using a more restricted set of P- and S-wave picks reduces the scatter (Figure S21c in Supporting Information S1) and, considering the data uncertainties, both serpentinization or thin-crack porosity models can explain the observations. Thus, the high Vp/Vs feature requires the presence of subducting hydrated shallow mantle, although the mode of fluid storage cannot be uniquely determined from our models. Deeper in the oceanic mantle, at 30 km below the slab top, datapoints cluster around the reference peridotite model (Vp = 8.02 km/s, Vs = 4.53 km/s) (Figure 3d), indicating little serpentinization is present and that lithostatic pressure is high enough to close seismically detectable porosity (Cheng & Toksöz, 1979).

Previous Vs and Vp/Vs models for this region derived from AACSE data support the interpretation that the high Vp/Vs feature we image is in part caused by mantle hydration. Li et al. (2024) (cf. Figs. 7, 9) and Wang et al. (2024) (cf. Fig. 4d) show a similar high Vp/Vs feature. In the Shumagin segment, Li et al. (2024) interpret high Vp/Vs as serpentinization varying from 20% at the Moho to 0% at 18 km below, noting that large discrepancies between serpentinization estimates from Rayleigh wave Vs tomography versus active-source Vp tomography suggest the existence of water in joints and cracks. However, other models (Feng, 2021; Gou et al., 2022) do not include a trench-parallel reduction in incoming mantle Vs, or increase in Vp/Vs, comparable to our observations.

Despite the ambiguities in possible mechanisms, we suggest that the trench-parallel high Vp/Vs feature represents primarily a crustal and mantle pore-water reservoir, with serpentinization playing a secondary role and/or being confined to fault zones (e.g., Miller et al., 2021). The main argument for pore-water is the observation that the high Vp/Vs feature fades down-dip and disappears at depths >∼30 km (Figures 2g, 2h, and 3a). If the incoming mantle were pervasively serpentinized, its Vp/Vs signature should be observed deeper in the mantle because metamorphic dehydration of serpentine is not predicted to occur until 80 km depth (Abers et al., 2020). We therefore interpret the lack of high Vp/Vs deeper than ∼30 km as resulting from crack closure and pore-fluid expulsion from the mantle at ∼20–30 km depth.

1.2 Evidence for Fluid Release From the Downgoing Plate

We find evidence for slab fluid release by examining our models along the megathrust interface (Figure 4, Figures S17 and S18 in Supporting Information S1). Fracture zones (FZs) are high-porosity features capable of storing water at crustal and mantle depths (Roland et al., 2012; Wang et al., 2022). Off Kodiak Island, the incoming plate is traversed by a series of FZs (Figure 1a), and an active-source tomography model shows reduced crustal and mantle Vp in this region, suggesting increased hydration of the incoming plate (Acquisto et al., 2024). In our model, we find three distinct, elongated low velocity anomalies in the shallow part of the megathrust (A3, A4, A5, Figure 4) that spatially correlate, and have azimuths aligned with these FZs. Thus, anomalies A3–A5 most likely represent water released from these hydration anomalies, likely pore fluids, into the megathrust. Similar features, though with less distinct FZ geometry, are also present in the models of Gou et al. (2022) and Wang et al. (2024).

Details are in the caption following the image

δVp model along the top of the slab. Light gray lines denote four slip models for the 2020 Mw7.8 Simeonof earthquake. Dark gray lines denote two slip models for the 2021 Mw8.2 Chignik earthquake (Elliott et al., 2022; Ye et al., 2022). The white circle shows the rupture region of the 2023 Mw7.2 (USGS, 2024). Inset shows average along-strike slip for the four Simeonof models as a function of depth, with the black line showing the average (modified from Xiao et al. (2021)). We place D-D′ at the estimated location of highest slip during the Simeonof earthquake (white square).

Beneath the Shumagin Islands between 162°W and 157°W, our models have two bands of trench-parallel negative anomalies (A1, A2) along the plate interface at 15–30 km and 40–60 km depth (Figure 4, Figures S17 and S18 in Supporting Information S1). Synthetic tests show they are well resolved by our data set (Figure S19 in Supporting Information S1). Similarly to anomalies A3–A5, we interpret A1 as representing entrapment of fluids at the plate interface sourced from the closing of pore spaces in the crustal and shallow mantle water reservoirs due to increasing confining pressure (Cai et al., 2018; Cheng & Toksöz, 1979). Anomaly A2 and a similar feature further northeast (A6), being distinctly located deeper down-dip, likely have a different fluid source such as metamorphic crustal dehydration reactions (Hacker et al., 2003; Peacock, 1993). Although significant metamorphic dehydration is not expected until 80 km depth (Abers et al., 2020), fluids may be transported up-dip as inferred at other subduction zones (Hyndman et al., 2015). Alternatively, anomalies A2 and A6 may partially result from an anomalously deep fluid source within the forearc slab mantle (Cordell et al., 2023) (Figure S25 in Supporting Information S1).

Anomalies A1 and A2 are not imaged east of ∼157°W, and only a small patch of negative δVp, δVs, and high Vp/Vs at 35 km depth is present. This could indicate reduced hydration and fluid release from the slab, consistent with a change in plate fabric orientation less favorable to bend-faulting induced hydration (Shillington et al., 2015) (Figure 1b). Or alternatively, it could reflect more efficient draining of the plate interface through the overriding plate in the Semidi than in the Shumagin segment. Backstop splay fault zones are present along the AP margin and are associated with seafloor fluid venting, thus providing a mechanism for fluid drainage from the plate interface. Fault zones in the Semidi segment are located ∼40–50 km landward from the trench and are therefore more favorably located for draining the megathrust than in the Shumagin segment, where the fault zone is located closer to the trench (∼10–15 km) (Bécel et al., 2017; von Huene et al., 2021). Lack of fluid-related anomalies in the Semidi segment, compared to the Shumagin, is a feature in all previous 3-D seismic models (Feng, 2021; Gou et al., 2022; Li et al., 2024; Wang et al., 2024).

1.3 Megathrust Structure and Implications for Earthquake Behavior

There is a striking correlation between the location of anomalies A1 and A2 and the up- and down-dip limits of the rupture zone of the 2020 Mw7.8 Simeonof earthquake (Crowell & Melgar, 2020; Liu et al., 2020; Xiao et al., 2021; Ye et al., 2021; Zhao et al., 2022) and the 2023 M7.2 (USGS, 2024), with a similar pattern in the vicinity of the 2021 Mw8.2 Chignik earthquake (Figure 4, Figure S24 in Supporting Information S1). Thus, we interpret anomalies A1 and A2 as rupture barriers for the Simeonof, Chignik, and 2023 M7.2 earthquakes. Although these patterns are observed in the δVp, δVs, and Vp/Vs models, we focus on the δVp anomalies because there is more P-wave data and the correlation is the clearest (Figures S17 and S18 in Supporting Information S1).

The Simeonof earthquake occurred ∼50 km east of the Shumagin islands and ruptured northwestward extending into the Shumagin segment (Crowell & Melgar, 2020). Published co-seismic slip models show there was no significant slip shallower than 15 km and that the largest along-strike slip was confined between ∼22 and 43 km depth (Figure 4) (Bai et al., 2022; Crowell & Melgar, 2020; Liu et al., 2020; Mulia et al., 2022; Xiao et al., 2021; Ye et al., 2021; Zhao et al., 2022). Understanding why the Simeonof earthquake was constrained to ∼22–43 km depth is challenging. Geodetically constrained locking models in this region are consistent with a partially locked trench, with coupling decreasing down-dip, or with a Gaussian locking distribution, with the highest locking up-dip from the maximum co-seismic slip (white rectangle, Figure 4) (Drooff & Freymueller, 2021; Li & Freymueller, 2018; Xiao et al., 2021). Higher shallow coupling (i.e., accumulated slip deficit) should favor rupture to the trench (e.g., Melgar et al., 2016), particularly if clay-rich subducted sediments, which are expected to be velocity-weakening at high slip velocities (Faulkner et al., 2011), are present at the plate interface (Creager et al., 1973; Li et al., 2018). However, it should be noted that coupling amount near the trench and whether the Simeonof event involved afterslip to the trench, are both poorly constrained due to modeling assumptions and lack of seafloor geodetic observations (Crowell & Melgar, 2020; Xiao et al., 2021; Zhao et al., 2022). One explanation for the Simeonof rupture at ∼22–43 km depth is that the largest slip occurred in a velocity-weakening asperity bounded by velocity-strengthening regions both down-dip from ∼40 km and up-dip from 30 km to the trench (Zhao et al., 2022). Based on the distribution of anomalies A1 and A2 along the slab interface, we argue that, in addition to the velocity-weakening to strengthening transitions proposed by Zhao et al. (2022), fluid release from the slab—and thus elevated pore pressure at the plate interface—is a major barrier that limited the rupture extent of the Simeonof earthquake.

Increased pore pressure—and thus reduced normal stress—in a velocity-weakening region will not stop rupture propagation, but it would make earthquake nucleation more difficult by increasing nucleation length (e.g., Rubin & Ampuero, 2005). If the nucleation length is larger than the region of elevated pore pressure, this region would be too stiff to slide unstably and thus could be freely slipping (Ruina, 1983). Assuming the up-dip velocity-strengthening region extends from the trench to ∼25 km depth, where it loads the velocity-weakening region below, we posit that anomaly A1 represents a region that is at least in part velocity-weakening but freely slipping due to a large nucleation length from increased pore pressure (Figure 5). Nucleation of an event such as the Simeonof earthquake would only occur once a creep front, extending down-dip from the creeping main zone of fluid accumulation into the region where nucleation length is shorter, becomes unstable. These same arguments apply to the down-dip rupture extent and anomaly A2, with the actual transition from velocity-weakening to strengthening friction, or from frictional to viscous deformation occurring at ∼50 km depth. The freely slipping regions with elevated pore pressure have no slip deficit and thus provide a rupture barrier, arresting co-seismic slip along the boundary of the low δVp anomalies, explaining the limited depth range of the Simeonof earthquake.

Details are in the caption following the image

Proposed model for how the Simeonof rupture extent may have been controlled by up- and down-dip high pore pressure regions.

An exception to this pattern occurs locally east of the Shumagin Islands at 158.5°W, 55°N where the models of Liu et al. (2020), Ye et al. (2021), and Xiao et al. (2021) show slip extending up-dip and where the amplitude of anomaly A1 is diminished from negative ∼12% to ∼9% (although some of this amplitude variation may be a resolution effect, Figure S19 in Supporting Information S1), and therefore pore pressure is inferred to be lower (Figure 4, Figure S24 in Supporting Information S1). The patch with subdued amplitude in A1 hosts the Simeonof hypocenter, suggesting that local patches where lower pore pressure makes the megathrust more unstable, may serve as preferential nucleation regions.

The absence of pronounced negative δVp anomalies, and therefore inferred rupture barriers, in the region between 157.5°W and 155°W coincides with the area of largest slip during the Mw8.2 1938 earthquake (Estabrook et al., 1994; Freymueller et al., 2021; Johnson & Satake, 1994). Thus, efficient drainage of the plate interface and/or reduced fluid release in this region may have favored rupture at shallow depths, triggering a Pacific-wide tsunami (Freymueller et al., 2021; Johnson & Satake, 1994).

Fluid release in subduction zones is ubiquitous (van Keken et al., 2011) and thus linkages between fluid distribution along the plate interface and great earthquake slip extent are expected globally. Our observations and conceptual fluid-mediated rupture barrier model thus offer a new framework to better understand great earthquake rupture size and associated hazards across subduction zones, especially as more amphibious seismic and geodetic studies are conducted (Hilley et al., 2022).

Acknowledgments

We are indebted to the hard work of everyone who made AACSE and the following public release of the AACSE earthquake catalog possible. In particular, the crews, captains, and the science parties of the R/V Sikuliaq and R/V Marcus G. Langseth who went to sea for cruises SKQ201811S, SKQ201816S, SKQ201918S, and MGL1907 to deploy and recover OBS. We are also grateful to Ivan Koulakov for not only making the LOTOS code publicly accessible, but Ivan's willingness, enthusiasm, and promptness in answering LOTOS questions. Thank you to Camilla Cattania, Yudong Sun, Christine Chesley, and Rob Evans for helpful discussions about rate-and-state friction and magnetotellurics. Thank you to Darcy Cordell and Tanner Acqusito for sharing their models of the Alaska Peninsula. This work was supported by NSF OCE-1948087 and OCE-1947758 to Woods Hole Oceanographic Institution and Lamont-Doherty Earth Observatory, respectively.

    Conflict of Interest

    The authors declare no conflicts of interest relevant to this study.

    Data Availability Statement

    The earthquake catalog used in this study is available from ScholarWorks@UA (Ruppert et al., 2021a, 2021b). The AACSE network code is XO and station locations come from the SAGE Data Management Center (previously IRIS). The LOTOS tomography models and files required for their production are available in the Moser et al. (2025) public repository. Gravity data shown in Figure 1a (Sandwell et al., 2014) can be accessed at https://topex.ucsd.edu/grav_outreach/. Bathymetric (GMRT) (Ryan et al., 2009) and magnetic (EMAG 2 at Sea-Level, version 3 (2017)) (Meyer et al., 2017) data were downloaded via GeoMapApp (https://www.geomapapp.org/) (Figure 1b). The JB2010 slab model is available at https://geovizlab.geology.buffalo.edu/alaska1.html (Jadamec & Billen, 2010). We retrieved the Slab2 model from the USGS data release (Hayes, 2018). Software Availability: The most recent versions of the tomography code LOTOS are available in the data repositories of the publications of Ivan Koulakov. We have made the version of LOTOS used in this paper (release 2, March 2018) along with all the input and output files available in the Moser et al. (2025) public repository.