There are significant differences between the middle and southern segments of the Japan Trench in terms of the seismic and aseismic slips on the plate interface and seismic velocity structures. Although the large coseismic slip of the 2011 Tohoku-Oki earthquake was limited to the middle segment, the observed negative residual gravity anomaly area in the southern segment corresponds to the postseismic slip area of the Tohoku-Oki earthquake. A density distribution model can explain the different slip behaviours of the two segments by considering their structural differences. The model indicates that the plate interface in the south was covered with a thick channel layer, as indicated by seismic survey imaging, and this layer resulted in a residual gravity anomaly. Numerical simulations which assumed evident frictional heterogeneity caused by the layer in the south efficiently reproduced M9 earthquakes recurring only in the middle, followed by evident postseismic slips in the south. This study proposes that although the layer makes the megathrust less compliant to seismic slip, it promotes aseismic slips following the growth of seismic slips on the fault in an adjacent region.
Many studies which investigated the spatiotemporal distributions of various seismic and geodetic events and underground structures have demonstrated that there are conspicuous differences between the middle and southern segments of the Japan Trench. The shallow area off the coast of Fukushima Prefecture, i.e. the southern segment of the trench, is known to have few large earthquakes. Interplate coupling in the southern segment is considerably weaker than that off the coast of Miyagi Prefecture, the middle segment of the trench1. Seismic and geodetic data, as well as marine geophysical and geological data, have demonstrated that the large coseismic slip in the shallow area which caused the 2011 Tohoku-Oki earthquake was limited to the middle segment2,3,4,5. Additionally, palaeoseismological evidence collected along the Japan Trench demonstrated that deep-sea turbidites which originated from large earthquakes potentially similar to the 2011 Tohoku-Oki earthquake are recorded only in the middle segment6. The characteristics of spatial heterogeneity along the trench may not have changed over an extended period.
In contrast, postseismic slips were predominant in the southern segment7,8. Slow earthquakes include low-frequency earthquakes, tectonic tremors, and very-low-frequency earthquakes, which are distributed complementary to the coseismic slip and overlapping the postseismic slip area of the Tohoku-Oki earthquake9,10,11 (Fig. 1a).
The postseismic slip during April–December 2011 was estimated to be < 1.2 m7, and the 1-year postseismic slip following the 2011 earthquake was estimated to be approximately 2.5 m12 at the shallow portion of the southern segment of the Japan Trench. As of December 2017, the seafloor displacement analyses demonstrated that postseismic slip continued in the southern segment, and the average slip rate between January 2015 and December 2017 was approximately half of the average slip rate between March 2011 and December 2014 off the coast of Fukushima Prefecture (at the FUKU station)13.
Researchers have been working to determine the factors that control these complementary spatial distributions of slips along the Japan Trench. Liu and Zhao14 showed a relationship between the fault slip behaviour in the Tohoku-Oki earthquake and the P-wave tomography of the Tohoku forearc. They proposed that structural heterogeneities in both the overriding plate and atop the subducting plate controlled the processes of nucleation and rupture in the Tohoku-Oki earthquake. Bassett et al.15 found that the large coseismic slip zone of the 2011 earthquake is delimited by the evident negative residual gravity anomaly zone in the south. Evident hollow interplate seismicity after the 2011 earthquake, which is another indicator of the coseismic slip area of the M9 earthquake16, and past large thrust earthquakes are located outside the negative anomaly zone, whereas the distributions of postseismic slip from the Tohoku-Oki earthquake and slow earthquakes correspond to the zone15.
Barbot17 focused on down-dip segmentation of rupture styles; partial ruptures at the deeper part and a giant, super-cycle rupture at the entire velocity-weakening interface. Barbot17 presented two-dimensional simulations, which suggested that the rupture styles at the middle segment of the Japan Trench are controlled by both structural and frictional heterogeneity. Therefore, the spatial distributions of slip along the trench may also be explained by structural and frictional heterogeneity.
In this study, we focussed on the along-strike distribution of the sedimentary units observed on multichannel seismic (MCS) sections at the Japan Trench18. The sedimentary units represent a narrow wedge shape in the middle segment but exhibit a thin and broad distribution along the plate interface, forming a low-velocity channel layer18 in the shallow part of the southern segment. The subduction channel is an approximately 100–1000 m thick shear zone, and it is typically defined as the sedimentary layer between the downgoing oceanic crust and the base of the upper plate19. The borders of these two different characteristics in sediment distribution correspond well to the southern border of the extensive coseismic slip zone, as well as to the boundary delimiting the negative residual gravity anomaly area (Fig. 1b).
The channel layer that is broadly distributed in the southern Japan Trench is considered to have been developed following a previously subducted seamount, creating a large stress shadow zone behind them20,21. Many seafloor indentations on the trench’s landward slope in the area22,23 indicate that many seamounts, such as those on the seafloor of the incoming plate, have previously been subducted.
The correlation between the existence of the channel layer and the aseismic postseismic slip, as discussed herein, can be explained in the context of the predominance of fault creeping in subduction zones with a rugged seafloor of incoming plates24. The numerical models of Sun et al.21 suggested that aseismic or slow slip is favoured in the stress shadow located at the updip side of the subducting seamount, where anomalously high sediment porosity is expected. Subduction plate boundaries are deformation zones with a finite width19. Vannucchi et al.19 reviewed various patterns of internal deformation that occurred within the subduction channel layers. Wang and Bilek24 proposed broadly distributed deformation as a possible mechanism responsible for the creeping nature along rugged subduction interfaces.
In this study, inspired by the existence of subducting seamounts, we consider the internal deformation of the subduction channel layer19,24 increases the critical slip distance on a macroscopic scale, similar to that within a fault gouge layer in laboratory experiments25,26. Therefore, the presence of the channel layer in the wake of subducting seamounts makes the rugged subduction interface aseismic. The critical slip distance, which is a type of frictional parameter in the rate- and state-dependent friction law27, is a parameter which varies with surface roughness. Laboratory measurements and observations indicate that the thickness of the fault gouge layer is positively correlated with the critical slip distance25,26. In the framework of the friction law, where critical slip distances are large, aseismic slips are more likely to occur28,29. Then, we hypothesise that the large value of the critical slip distance spreads on the plate interface in the southern segment. This hypothesis is consistent with the aforementioned observation as some types of aseismic slips are observed in the southern segment, where a thick channel layer exists. Notably, the scope of this study is to explain the control of the channel layer on the M9 earthquake on a large spatial scale. Small-scale failures (such as aftershocks, low-frequency earthquakes, tectonic tremors, and very-low-frequency earthquakes) on a creeping fault on the macroscopic scale are possible owing to the multiscale heterogeneity30 of natural faults.
Based on these previous studies, the presence of the channel layer can be expressed as a large critical slip distance in terms of frictional mechanics. Considering that this theory is correct, then there was no massive coseismic slip during the mainshock of the 2011 event, whereas evident aseismic postseismic slip occurred in the area of negative residual gravity anomaly, reflecting the presence of a channel layer.
In this study, we semi-quantitatively confirmed that the presence of the channel layer is consistent with the observed negative residual gravity anomaly by constructing a crustal density model which is based on seismic velocity models. We also conducted three-dimensional numerical simulations of earthquake generation cycles along the Japan Trench by considering the presence of a channel layer with a characteristic slip distance value. By attempting to reproduce megathrust earthquake cycles along the trench with four frictional models, we revealed the control of structural heterogeneity on the occurrence of earthquakes and complementary spatial distributions of slip in the study region.
Structural model expressing observed differences between the middle and southern segments
Bassett et al.15 explained that the evident difference in residual gravity anomaly between the middle segment, where large coseismic slip occurred, and the southern segment, which is characterised by shallow postseismic slip, could be explained by the large density contrast of the hanging wall side of the plate interface. They assumed a single-layered structure for the hanging wall and showed that the density contrast of ~ 180 kg/m3 in the layer accounts for the contrast in the observed residual gravity anomaly across the segment boundary.
However, the results of wide-angle active seismic experiments do not support structural differences throughout the hanging wall crust. According to the P-wave velocity (Vp) models reported by Miura et al.31,32 obtained for the middle and southern segments, in the deeper part of the crustal layer underlain by the plate boundary, the difference in Vp is insignificant (Fig. 1c) compared to the large density contrast to explain the residual gravity anomaly. According to the standard relationship between Vp and the density of the crustal materials33, a density contrast of 180 kg/m3 is equivalent to a Vp anomaly of approximately − 10%, which is not consistent with the Vp models using active seismic explorations (Fig. 1c).
Herein, we hypothesise that the presence of the channel layer imaged by seismic surveys in the southern segment accounts for the observed spatial pattern of the residual gravity anomaly. We confirmed this hypothesis by performing a simple gravity calculation with a horizontally stratified two-dimensional (2D) model composed of two segments, which correspond to the middle and southern segments of the Japan Trench forearc, respectively (Method; Fig. 2a).
We have presented three density models which accurately explain the observed residual gravity anomaly equally (Fig. 2). One is composed of a single crustal layer (Model A1) similar to that presented by Basset et al.15. The other two are based on low-Vp zones identified by Miura et al.31,32. There are two significant low-Vp zones, which are the candidates for the layers of a negative density anomaly, accounting for the negative residual gravity anomaly at depths which range from 2 to 5.5 km and 10 to 11 km (Fig. 1c). The model that assumes a shallower layer with a thickness of 3.5 km, which is solely responsible for the negative residual gravity anomaly (Model A2), has an extreme density contrast of 400 kg/m3, which is much larger than the expected anomaly (− 200 to − 100 kg/m3) from the estimated Vp anomaly (− 10%). The assumed density contrasts in Model A3, where the channel layer has a thickness of 1 km, are well within the plausible range of density variations expected from the Vp profiles. We concluded that a structural model which considers the presence of a low-density channel layer is the most possible model, as it can explain the observed residual gravity anomaly as well as the Vp model obtained in the region without any significant contradictions.
Effects of the channel layer on the spatiotemporal slip distribution
We performed calculations using numerical simulations over an extensive period (approximately 5000 years) and identified 7–8 instances of M9 (M = 8.9–9.1) earthquakes, using four models with different parameter settings (Table 1 and Fig. 3). For all the models, the time intervals of the M9 earthquakes were 540–770 years (Fig. 4a,b, and Supplementary Fig. 1a–d, black line). However, coseismic slip areas larger than 10 m were relatively different from a spatial perspective (Fig. 5 and Supplementary Fig. 2). M9 earthquakes in Models B1 and B2 ruptured both middle and southern segments, whereas the rupture areas of Models B3 and B4 were limited to the middle segment of the Japan Trench. The rupture patterns produced by Models B3 and B4 were consistent with the turbidite surveys, which showed depositional events occurring at intervals of 500–900 years over the past 4000 years at the middle segment6,34.
Postseismic slip was dominant in the shallow part of the southern segment in the results of Models B3 (Fig. 5) and B4 (Supplementary Fig. 2c) and continued for more than 5 years in both Model B3 (Fig. 4c, blue line, and Supplementary Fig. 3) and Model B4 (Supplementary Fig. 1e, green line, and Supplementary Fig. 4). The long duration of postseismic slip is consistent with geodetic observation13. The reproducibility of these results is due to the large contrast in frictional parameters between the middle and southern segments [the larger value of the characteristic slip distance, L, and a steeper change in frictional parameters (Model B3; Table 1, and Fig. 3e,f)].
Considering a gradual variation in L between the middle and southern segments (Model B1; Table 1 and Fig. 3), the M9 coseismic slip propagated southward, and postseismic slip did not dominate at the southern segment (Supplementary Fig. 2a). When we adopted the segmentation boundary with a smaller contrast of frictional parameters (Model B2 in Table 1 and Fig. 3d, purple line), the resulting slip distribution was similar to that of Model B1 (Supplementary Fig. 2b), and postseismic slip at the southern segment quickly terminated (Supplementary Fig. 1e, purple line and 5).
However, the extremely large contrast in L between the two segments is not consistent with the postseismic slip observations. When we used a greater value of L in the southern segment (Model B4 in Table 1, and Fig. 3d, green line), M9 coseismic slip was limited to the middle segment, which is similar to Model B3 (Supplementary Fig. 2c). However, the propagation of postseismic slip to the south would take a longer time than in Model B3 (Supplementary Fig. 4). Consequently, the postseismic slip initiated in the southern segment approximately 0.5 years after the simulated M9 earthquake (Supplementary Fig. 1e, green line). The significantly delayed onset of postseismic slip is not consistent with the observation of the 2011 Tohoku-Oki earthquake estimated from small repeating earthquake activity, which increased shortly after the mainshock35 although the exact timing of the onset is not evident from geodetic observations. Therefore, the temporal distribution of postseismic slip could constrain the contrast of L between the middle and southern segments.
When the contrast of L between the two segments was similar to that in Model B3, we could explain the significant difference in the coseismic and postseismic slip distributions along the trench and the long duration of the postseismic slip, as observed. The spatiotemporal distributions of coseismic and postseismic slips of Model B3 were roughly consistent with geodetic observations3,8. However, in our simple model, the amount of postseismic slip was considerably larger than that observed in the southern segment7,12. However, there are large uncertainties in both observations and simulations. Although the present modelling indicated that most of the slippage occurred immediately after the M9 earthquake, it is very difficult to constrain aseismic fault motion outside the coseismic rupture area in the very early postseismic period from seismic and geodetic observations. Early postseismic behaviour may be subject to the treatments of dynamic rupture and/or viscoelasticity of the earth. For example, dynamic weakening processes, such as thermal pressurisation36,37 and viscoelastic relaxation12,38,39, have to be carefully considered to quantify coseismic/postseismic slips in detail. In addition, in our numerical simulation modelling of the earthquake generation cycle under the condition of velocity weakening, we assumed that only L, and not both |A–B| and L, would be more attributed to the channel layer. Thus, our model may be over-simplified to represent postseismic slips. It may be necessary to include these physical conditions and small-scale structural heterogeneities in our future model.
In this study, we demonstrated that the presence of a thick, low-velocity channel layer in the subducting plate at the southern segment of the Japan Trench is consistent with gravity anomaly distribution characteristics, which accounts for the significantly different slip behaviour of the middle and southern segments near the trench axis. A structural model that considers the presence of the channel layer is the best way to explain the observed residual gravity anomaly and seismic velocity without any significant contradictions. By representing the presence of the channel layer as the value of a characteristic slip distance in the rate- and state-dependent frictional law, we efficiently reproduced the longer duration of the postseismic slip of the 2011 Tohoku-Oki earthquake, as well as the spatial distributions of the complementary coseismic and postseismic slips at the middle and southern segments, maintained for recurrence intervals of ~ 600 years.
Method of estimation of density distribution
In the present study, we sought to create 2D density anomaly models which explain the difference in the residual gravity anomaly across the forearc segment boundary (FSB) presented by Bassett et al.15 in the southern segment of the Japan Trench, where postseismic slip is evident. We calculated gravity anomalies using three different density distribution models (Models A1, A2, and A3, in Fig. 2a) using the classical Talwani method40 and compared them to the observed residual gravity anomaly. The crustal layer is assumed to have a thickness of 10 km because the depth to the plate boundary is ~ 10 km below the seafloor in the postseismic slip zone. We included the observed gravity anomaly in the region with a plate boundary depth which ranged from 9 to 11 km. We created a 2D profile along the trench axis, and set x = 0 at the location of the FSB. A negative density anomaly was considered for the southern half of the models (x < 0). Model A1, which is the simplest model, had a homogeneous density anomaly of 180 kg/m3 in the crust and was similar to the model used by Bassett et al.15 to interpret the observed gravity anomaly. Model A2 had a thinner layer of density anomaly, emulating the lower sedimentary layer imaged as the low-Vp layer delineated by seismic explorations (Fig. 1c). Model A3 had two layers of negative density anomaly: the first was the sedimentary layer corresponding to that in Model A2, but with a smaller anomaly, and the second was below the base of the crustal layer. The calculated gravity anomaly was adjusted by adding 40 mGal (Fig. 2b) because we were interested in the degree of the difference in the residual gravity anomaly across the FSB, and not in the absolute values of the anomaly.
Method of simulating earthquake generation cycles
We conducted numerical simulations of earthquake generation cycles using the realistic three-dimensional (3D) geometry of the subducting Pacific Plate along the Japan Trench41. Detail of simulating methods were given in Supplementary text, we used the same equations, initial conditions, seismic radiation damping term, plate geometry, and plate convergence rate as in our previous study42, which roughly approximated several characteristics of M7 earthquakes (such as the 1978 Miyagi–Oki earthquake) and M9 earthquakes (such as the 2011 Tohoku-Oki earthquake) in the middle segment of the Japan Trench. Seismic and aseismic events were modelled to represent the release of the slip deficit or backslip which accumulates during interseismic periods43.
Such spatiotemporal variations in the slip velocity were assumed to indicate an unstable slip with a frictional interface. We used a rate- and state-dependent frictional law27 as an approximate mathematical model for large-scale frictional behaviour at the plate interface and a fault constitutive law44 to determine the slip rate for a given stress and strength value. In addition, we used an aging law27,45, which can be considered an evolution law for changes in strength that varies depending on prior slip history.
In our simulations of earthquake generation cycles, we used the quasi-dynamic (QD) model43 with a smaller radiation damping term instead of a fully dynamic (FD) model. The QD model typically cannot simulate fast slips during seismic events; however, in models with standard rate-and-state friction and relatively uniform fault properties, the FD and QD simulations produce qualitatively similar fault behaviours, with crack-like ruptures and similar earthquake patterns46.
In many models, afterslip is often assumed to occur in the regions of velocity-strengthening frictional property37,47. Although slow slip events (SSEs) can also occur under the conditions of velocity weakening and large nucleation size48,49,50, velocity strengthening with a one-state variable in the rate- and state-dependent law cannot cause SSE. We did not rule out the possibility of slow slips (not postseismic slip) occurring in the shallow area of the southern segment during the M9-interseismic period. Then, similar to our previous studies28,29,42,51, we adopted the frictional condition of velocity weakening in the afterslip area. Small-scale heterogeneity must be introduced to generate small slow earthquakes (low-frequency earthquakes, tectonic tremors, and very-low-frequency earthquakes) in both models (velocity strengthening and weakening).
During our simulations, we only changed the numerical values and the spatial distributions of the frictional parameters (A, B, and L), focussing on the slip in the shallow southern area. The parameter A (= aσ) controls the slip increase rate at which the stress reaches the strength. We did not directly consider the effective normal stress σ because its effect is difficult to separate from that of the frictional parameter a (and b, as will be described below) for natural earthquakes. Parameters B (= bσ) and L control strength recovery and slip weakening. Nakata et al.42 approximated the spatial distributions of frictional parameters for seismic sources with circular patches for M7 earthquakes, which repeatedly occurred at intervals of several decades in the past. For comparison, in the present study, we removed these circular patches for simplicity and used the model without these unstable patches (Model B1, Fig. 3a,b, Table 1), instead of the one reported by Nakata et al.42. The calculation time was then reduced so that we could calculate multiple cycles of the M9 earthquakes. In a method similar to that reported by Nakata et al.42, the M9 coseismic rupture area located in the middle segment of the Japan Trench was approximated by a rectangle (an area 150-km long along the strike and shallower than 22 km in depth). At the boundary between the southern and northern sides of the M9 source area, the frictional characteristics gradually changed, and differences between the deep and shallow areas were not considered.
For Model B3 (Fig. 3e,f, Table 1), the values and spatial distribution of the frictional parameters (A, B, and L) were determined with reference to the observations of the residual gravity anomaly by Bassett et al.15. The M9 coseismic rupture area was approximated by a rectangle (170 km along the strike and a depth shallower than 24 km). Here, we divided the surrounding area, which we assumed to have a uniform frictional condition as in Model B1, into three segments: northern, southern, and deep segments (Fig. 3e,f). The difference in frictional parameters at the boundaries between the northern, southern, and middle (the M9 coseismic) segments were then assumed to be larger than those of Model B1 (Fig. 3c,d), and their locations were based on an observed residual gravity anomaly which is less than zero. Spatial distributions of the coseismic slip, postseismic slip, seismic velocity, and residual gravity anomaly showed that uniform and smooth assumptions of frictional boundaries may not be appropriate. Boundary settings along the trench between the middle and southern segments were the main differences between Model B1 and Model B3. In addition, based on our hypothesis, the frictional parameter controlling slip weakening (L) at the southern segment is assumed to be larger than that of the middle and deep segments. By employing iterative processes of trial and error, fine-tuning of the frictional parameters was undertaken between Models B1 and B3.
To assess the effect of the channel layer, we conducted calculations using four models (Table 1). Model B1 was almost the same as in our previous study. This model did not have a channel layer. Models B2, B3, and B4 were the modified models used in this study. Model B2 had a small L value (the same as Model B1), Model B3 had a medium L value, and Model B4 had a large L value in the southern segment. Model B2 had a channel layer in which the contrast between the middle and southern segments was weak. Models B3 and B4 represented models with a high-contrast channel layer. The L values in the southern segment were 2.1, 4.6, and 6.4 times larger than in the middle segment for Models B2, B3, and B4, respectively. Although both L and |A–B| affect slip behaviour, the frictional parameter which appears to be related to the thick channel layer (surface roughness) is considered to be L instead of |A–B|. Therefore, in this study, we exclusively compared the effect of L.
The datasets generated during and/or analysed during the current study are available from the corresponding author on reasonable request.
Sato, M. et al. Interplate coupling off northeastern Japan before the 2011 Tohoku-oki earthquake, inferred from seafloor geodetic data. J. Geophys. Res. Solid Earth 118, 3860–3869 (2013).
Yagi, Y. & Fukahata, Y. Rupture process of the 2011 Tohoku-oki earthquake and absolute elastic strain release. Geophys. Res. Lett. 38, L19307 (2011).
Iinuma, T. et al. Coseismic slip distribution of the 2011 off the Pacific Coast of Tohoku Earthquake (M9.0) refined by means of seafloor geodetic data. J. Geophys. Res. 117, B07409 (2012).
Wang, Z., Kato, T., Zhou, X. & Fukuda, J. Source process with heterogeneous rupture velocity for the 2011 Tohoku-Oki earthquake based on 1-Hz GPS data. Earth, Planets and Space 68, 193 (2016).
Kodaira, S., Fujiwara, T., Fujie, G., Nakamura, Y. & Kanamatsu, T. Large coseismic slip to the trench during the 2011 Tohoku-Oki earthquake. Annu. Rev. Earth Planet. Sci. 48, 321–343 (2020).
Ikehara, K. et al. Documenting large earthquakes similar to the 2011 Tohoku-oki earthquake from sediments deposited in the Japan Trench over the past 1500 years. Earth Planet. Sci. Lett. 445, 48–56 (2016).
Iinuma, T. et al. Seafloor observations indicate spatial separation of coseismic and postseismic slips in the 2011 Tohoku earthquake. Nat. Commun. 7, 13506 (2016).
Tomita, F., Kido, M., Ohta, Y., Iinuma, T. & Hino, R. Along-trench variation in seafloor displacements after the 2011 Tohoku earthquake. Sci. Adv. 3, e1700113 (2017).
Matsuzawa, T., Asano, Y. & Obara, K. Very low frequency earthquakes off the Pacific coast of Tohoku, Japan. Geophys. Res. Lett. 42, 4318–4325 (2015).
Nishikawa, T. et al. The slow earthquake spectrum in the Japan Trench illuminated by the S-net seafloor observatories. Science 365, 808–813 (2019).
Ohta, K. et al. Tremor and inferred slow slip associated with afterslip of the 2011 Tohoku earthquake. Geophys. Res. Lett. 46, 4591–4598 (2019).
Sun, T. & Wang, K. Viscoelastic relaxation following subduction earthquakes and its effects on afterslip determination. J. Geophys. Res. Solid Earth 120, 1329–1344 (2015).
Japan Coast Guard. Seafloor movements along the Japan Trench observed by seafloor geodetic observations. Report of the Coordinating Committee for Earthquake Prediction, Japan 100, 3 (2018).
Liu, X. & Zhao, D. Upper and lower plate controls on the great 2011 Tohoku-Oki earthquake. Sci. Adv. 4, eaat4396 (2018).
Bassett, D., Sandwell, D. T., Fialko, Y. & Watts, A. B. Upper-plate controls on co-seismic slip in the 2011 magnitude 9.0 Tohoku-Oki earthquake. Nature 531, 92–96 (2016).
Kato, A. & Igarashi, T. Regional extent of the large coseismic slip zone of the 2011 Mw 9.0 Tohoku-Oki earthquake delineated by on-fault aftershocks. Geophys. Res. Lett. 39, 1–6 (2012).
Barbot, S. Frictional and structural controls of seismic super-cycles at the Japan trench. Earth Planets Space 72(63), 1–25 (2020).
Tsuru, T. et al. Along-arc structural variation of the plate boundary at the Japan Trench margin: implication of interplate coupling. J. Geophys. Res. 107(B12), 2357 (2002).
Vannucchi, P., Sage, F., Morgan, J. P., Remitti, F. & Collot, J.-Y. Toward a dynamic concept of the subduction channel at erosive convergent margins with implications for interplate material transfer. Geochem. Geophys. Geosyst. 13(1), 1–24 (2012).
von Huene, R., Ranero, C. R. & Vannucchi, P. Generic model of subduction erosion. Geology 32, 913–916 (2004).
Sun, T., Saffer, D. & Ellis, S. Mechanical and hydrological effects of seamount subduction on megathrust stress and slip. Nat. Geosci. 13, 249–255 (2020).
Yamazaki, T. & Okamura, Y. Subducting seamounts and deformation of overriding forearc wedges around Japan. Tectonophysics 160, 207–229 (1989).
Kobayashi, K., Nakanishi, M., Tamaki, K. & Ogawa, Y. Outer slope faulting associated with the western Kuril and Japan trenches. Geophys. J. Int. 134, 356–372 (1998).
Wang, K. & Bilek, S. L. Invited review paper: fault creep caused by subduction of rough seafloor relief. Tectonophysics 610, 1–24 (2014).
Marone, C. & Kilgore, B. Scaling of the critical slip distance for seismic faulting with shear strain in fault zones. Nature 362, 618–621 (1993).
Marone, C. Laboratory-derived friction laws and their application to seismic faulting. Annu. Rev. Earth Planet. Sci. 26, 643–696 (1998).
Dieterich, J. H. Modeling of rock friction, 1. Experimental results and constitutive equations. J. Geophys. Res. 84, 2161–2168 (1979).
Hori, T. & Miyazaki, S. A possible mechanism of M 9 earthquake generation cycles in the area of repeating M 7∼8 earthquakes surrounded by aseismic sliding. Earth Planets Space 63, 773–777 (2011).
Nakata, R., Hyodo, M. & Hori, T. Possible slip history scenarios for the Hyuga-nada region and Bungo Channel and their relationship with Nankai earthquakes in southwest Japan based on numerical simulations. J. Geophys. Res. 119, 4787–4801 (2014).
Ide, S. & Aochi, H. Earthquakes as multiscale dynamic ruptures with heterogeneous fracture surface energy. J. Geophys. Res. 110, B11303 (2005).
Miura, S. et al. Structural characteristics off Miyagi forearc region, the Japan Trench seismogenic zone, deduced from a wide-angle reflection and refraction study. Tectonophysics 407, 165–188 (2005).
Miura, S. et al. Structural characteristics controlling the seismicity of southern Japan Trench fore-arc region, revealed by ocean bottom seismographic data. Tectonophysics 363, 79–102 (2003).
Ludwing, W. J., Nafe, J. E. & Drake, C. L. Seismic Refraction in the Sea 4 Part 1 74 (Wiley, Hoboken, 1970).
Usami, K., Ikehara, K., Kanamatsu, T. & McHugh, C. M. Supercycle in great earthquake recurrence along the Japan Trench over the last 4000 years. Geosci. Lett. 5, 11 (2018).
Uchida, N., Iinuma, T., Nadeau, R. M., Burgmann, R. & Hino, R. Periodic slow slip triggers megathrust zone earthquakes in northeastern Japan. Science 351, 488–492 (2016).
Noda, H. & Lapusta, N. Stable creeping fault segments can become destructive as a result of dynamic weakening. Nature 493, 518–521 (2013).
Shibazaki, B., Noda, H. & Ikari, M. J. Quasi-dynamic 3D modeling of the generation and afterslip of a Tohoku-oki Earthquake considering thermal pressurization and frictional properties of the shallow plate boundary. Pure Appl. Geophys. 176, 3951–3973 (2019).
Suito, H. Importance of rheological heterogeneity for interpreting viscoelastic relaxation caused by the 2011 Tohoku-Oki earthquake. Earth Planets Space 69, 21 (2017).
Agata, R. et al. Rapid mantle flow with power-law creep explains deformation after the 2011 Tohoku mega-quake. Nat. Commun. 10, 1–11 (2019).
Talwani, M., Wozel, J. & Landisman, M. Rapid computation for two dimensional bodies with application to Mendocino submarine fracture zone. J. Geophys. Res. 64, 49–59 (1959).
Baba, T., Ito, A., Kaneda, Y., Hayakawa, T. & Furumura, T. 3-D seismic wave velocity structures in the Nankai and Japan Trench subduction zones derived from marine seismic surveys. Japan Geoscience Union Meeting, S111–006 (2006).
Nakata, R., Hori, T., Hyodo, M. & Ariyoshi, K. Possible scenarios for occurrence of M~7 interplate earthquakes prior to and following the 2011 Tohoku-Oki earthquake based on numerical simulation. Sci. Rep. 6, 25704 (2016).
Rice, J. R. Spatio-temporal complexity of slip on a fault. J. Geophys. Res. 98, 9885–9907 (1993).
Nakatani, M. Conceptual and physical clarification of rate and state friction: frictional sliding as a thermally activated rheology. J. Geophys. Res. 106, 13347–13380 (2001).
Ruina, A. Slip instability and state variable friction laws. J. Geophys. Res. 88, 10359–10370 (1983).
Thomas, M. Y., Lapusta, N., Noda, H. & Avouac, J.-P. Quasi-dynamic versus fully dynamic simulations of earthquakes and aseismic slip with and without enhanced coseismic weakening. J. Geophys. Res. 119, 1986–2004 (2014).
Marone, C., Scholtz, C. H. & Bilham, R. On the mechanics of earthquake afterslip. J. Geophys. Res. 96(B5), 8441–8452 (1991).
Kato, N. Repeating slip events at a circular asperity: numerical simulation with a rate- and state-dependent friction law. Bull. Earthq. Res. Inst. Univ. Tokyo. 78, 151–166 (2003).
Kato, N. Interaction of slip on asperities: numerical simulation of seismic cycles on a two-dimensional planar fault with nonuniform frictional property. J. Geophys. Res. 109, B12306 (2004).
Yoshida, S. & Kato, N. Episodic aseismic slip in a two-degree-of-freedom block-spring model. Geophys. Res. Lett. 30(13), 1681 (2003).
Nakata, R. M., Hyodo, M. & Hori, T. Numerical simulation of afterslips and slow slip events that occurred in the same area in Hyuga-nada of southwest Japan. Geophys. J. Int. 190, 1213–1220 (2012).
Wessel, P. & Smith, W. H. F. New, improved version of generic mapping tools released. Eos Trans. Am. Geophys. Union 79, 579 (1998).
Igarashi, T., Matsuzawa, T., Umino, N. & Hasegawa, A. Spatial distribution of focal mechanisms for interplate and intraplate earthquake associated with the subducting Pacific plate beneath the northeastern Japan arc: A TRIPLE-planed deep seismic zone. J. Geophys. Res. 106, 2177–2191 (2001).
The authors would like to thank D. Bassett for providing the residual gravity anomaly data along the Japan Trench. This work was supported partly by JSPS KAKENHI (Grant Numbers JP19H05596, JP19H00708, and JP26000002) and the project “Research project for compound disaster mitigation on the great earthquakes and tsunamis around the Nankai trough region” by the Ministry of Education, Culture, Sports, Science, and Technology (MEXT) of Japan. The computational resources of the Earth Simulator provided by JAMSTEC were used for all simulations. Generic Mapping Tools52 was used to draw all the figures.
The authors declare no competing interests.
Springer Nature remains neutral with regard to jurisdictional claims in published maps and institutional affiliations.
About this article
Cite this article
Nakata, R., Hori, T., Miura, S. et al. Presence of interplate channel layer controls of slip during and after the 2011 Tohoku-Oki earthquake through the frictional characteristics. Sci Rep 11, 6480 (2021). https://doi.org/10.1038/s41598-021-86020-9
This article is cited by
Co- and postseismic slip behaviors extracted from decadal seafloor geodesy after the 2011 Tohoku-oki earthquake
Earth, Planets and Space (2021)