Rheological profile across the NE Japan interplate megathrust in the source region of the 2011 Mw9.0 Tohoku-oki earthquake
© Shimizu; licensee Springer. 2014
Received: 30 November 2013
Accepted: 25 June 2014
Published: 18 July 2014
A strength profile across the NE Japan interplate megathrust was constructed in the source region of the 2011 Tohoku-oki earthquake (Mw9.0) using friction, fracturing, and ductile flow data of the oceanic crustal materials obtained from laboratory experiments. The depth-dependent changes in pressure, temperature, and pore fluid pressure were incorporated into a model. The large tsunamigenic slips during the M9 event can be explained by a large gradient in fault strength on the up-dip side of the M9 hypocenter, which was located 17 to 18 km beneath sea level. A large stress drop (approximately 80 MPa) induced by the collapse of a subducted seamount possibly triggered the M9 earthquake. In the deep (>35 km) part of the thrust fault, where M7-class Miyagi-oki earthquakes have repeatedly occurred, plastic deformation occurs in siliceous rocks but not in gabbroic rocks. Thus, the asperity associated with the M7-class earthquakes was most likely a gabbroic body, such as a broken seamount, surrounded by siliceous sedimentary rocks. The conditionally stable nature of the surrounding region can be explained by the frictional behavior of wet quartz in the brittle-ductile transition zone. In contrast to the deep M7-class asperity, the M9 asperity (i.e., a region that was strongly coupled before the M9 Tohoku-oki earthquake) extended to a large area of the plate interface because shear strength is relatively insensitive to lithological variation at intermediate depths. However, the along-arc extension of the M9 asperity was constrained by fluid-rich regions on the plate interface.
KeywordsFault strength Rheology Friction Pore pressure Seamount Interplate earthquake
Before the 2011 Tohoku-oki earthquake (Mw9.0), large earthquakes off the Pacific coast of NE Japan were thought to occur at specific areas, named asperities, on the subducting plate interface (Yamanaka and Kikuchi2004; Matsuzawa et al.2004). The term ‘asperity’ originally refers to a real contact on a sliding surface that is strong enough to sustain frictional stress. By analogy, seismic asperities are defined as patchy areas on a fault surface that prevent slippage during interseismic periods but cause a large slip upon failure (Scholz2002; Okada et al.2005). From the viewpoint of fault mechanics, asperities are interpreted as unstable (velocity-weakening) regions that are associated with repeated earthquake nucleation (Pacheco et al.1993; Matsuzawa et al.2004).
To account for the occurrence of the gigantic M9 earthquake on the interplate megathrust where M7-class events repeatedly occur, simulation models incorporating complicated interactions of asperities have been developed based on the rate- and state-dependent friction (RSF) law (Hori and Miyazaki2011; Kato and Yoshida2011; Shibazaki et al.2011; Mitsui et al.2012; Noda and Lapusta2013). The conditionally stable nature of the thrust fault outside the M7-class asperities has been reproduced in these numerical models. However, the large slips during the M9 event have been explained differently within these various models because of a lack of knowledge regarding the frictional properties and state of stress at the plate interface. This study aims to constrain the stress states on the NE Japan interplate megathrust using a rock-rheology-based approach. Herein, the effects of lithology, temperature (T), and pressure (P) on the strength of the subduction plate boundary are examined and the differences between M7- and M9-class earthquake asperities are discussed.
The strength of the continental and oceanic lithospheres has been discussed previously using the frictional law for brittle deformation and the dislocation creep flow laws for ductile deformation (Kohlstedt et al.1995; Scholz2002). This method was applied to the NE Japan subduction zone by Shimamoto (1989,1993). However, the plate interface down to a depth of 30 km, including the hypocenter of the gigantic 2011 earthquake, was assigned to an a priori aseismic zone, as no distinct seismic activity had been previously identified in this region. The present study reconstructs the strength profile across the Tohoku-oki megathrust with special attention to the rheological properties of the oceanic crust materials, which include siliceous and clay-rich sediments, and basic volcanic and plutonic rocks, which are sandwiched between the overriding plate and the subducting slab. In subduction zones, H2O-rich fluids are continuously supplied from the trench axis as pore water and from dehydrating zones in the subducting slab. Hence, the influence of pore fluid pressure and the chemical effects of water were incorporated into the present strength model.
The seismic reflection images revealed ‘bending’ of the oceanic plate at the same depth as the M9 hypocenter and at the eastern edge of the asperity of the Miyagi-oki earthquake (Ito et al.2005). These bending structures are most probably subducted seamounts, as gravity data show a positive anomaly at the M9 hypocentral zone (Figure eleven(a) of Miura et al.2005). Three-dimensional (3D) tomography of P- and S-wave velocities (VP and VS, respectively) identified low-velocity (V) and low- VP/VS anomaly zones beneath the plate interface (Matsubara and Obara2011; Figure1). Kennett et al. (2011) and Tajima and Kennett (2012) also detected a VS anomaly on the trenchward side. The presence of pore fluids and serpentinite (e.g., Watanabe2007; Peacock et al.2011) is a possible cause of the low-V anomaly, but the low- VP/VS anomaly is more likely explained by partial melting and/or a heat source associated with volcanic activity at seamounts. The convex configuration of the seafloor geography at the southern part of the trenchward anomaly zone offshore of Fukushima also suggests that this zone has been the site of seamount subduction (Matsubara and Obara2011). The landward velocity anomaly zone is located slightly to the west of the deep bending structure identified by Ito et al. (2005). It is possible that this deep bending is a faulted seamount that is stuck at the base of the mantle wedge and that the low-V zone represents a vent, as shown schematically in Figure2.
The NE Japan subduction zone is characterized by rapid subduction of the old (approximately 130 Ma) Pacific plate (Wada and Wang2009). The thermal gradient along the plate interface is comparable to that of a high-P/low-T metamorphic path, and the deep parts of the fault zone beneath the island-arc Moho correspond to lawsonite-blueschist facies metamorphism (Hacker et al.2003; Omori et al.2009). Field studies in high-P/low-T metamorphic belts suggest that basaltic lavas and pyroclastic rocks that constitute oceanic layer 2 are largely replaced by metamorphic minerals such as glaucophane, lawsonite, and chlorite, whereas coarse-grained pyroxene is well preserved in gabbros and dolerites that constitute oceanic layer 3 and subducted seamounts (e.g., Agata1994). The total thickness of the subducting oceanic crust is about 7 km and the lower 5 km is oceanic layer 3 (Miura et al.2005). In the rheological model described below, oceanic layer 3 and broken seamounts are represented by gabbroic layers with thicknesses of 5 and 7 km, respectively.
Frictional and fracture strengths
where is the effective normal stress.
Laboratory experiments indicate that clay and serpentine minerals have friction coefficients smaller than a μ of approximately 0.7 for ordinary minerals (Byerlee1978; Moore et al.1997; Takahashi et al.2011); swelling clays (smectite) and a low-T serpentine polymorph of chrysotile have especially low friction coefficients (0.1 to 0.2). The friction coefficients of clay-rich gouges depend on the total amount of clay and the clay mineralogy. Figure3a plots the strength of mixed gouges of quartz and montmorillonite, a swelling clay of the smectite group, and of quartz and kaolinite at room temperature under water-saturated conditions (Takahashi et al.2007; Crawford et al.2008). Smectite-rich clays have extremely low friction coefficients (0.1 to 0.2). At deep parts of accretionary prisms, however, smectite becomes unstable and transforms to illite at temperatures above 100°C to 150°C and then to muscovite at higher temperatures (> 300°C). High-pressure hydrothermal experiments using a rotary shear apparatus suggested that the friction coefficients of illite- and muscovite-rich gouges are considerably larger than those of clay-rich gouges under low- σ n conditions (den Hartog et al.2012,2013). In their experiments, however, μ of quartz-phyllosilicate gouges increased with shear displacement and the steady-state values of μ were not attained in most runs, although the final displacements were very large (25 to 74 mm). Progressive crushing of quartz grains and preferential squeezing out of phyllosilicates are the possible causes of this slip-hardening behavior (den Hartog and Spiers2013). The effects of serpentine minerals were neglected in the present study because chrysotile is metastable and not significant under the P-T conditions of the mantle wedge (Evans2004). In addition, the velocity structures obtained from the region offshore of Miyagi suggest that the mantle wedge in this area is not intensively serpentinized (Miura et al.2005; Yamamoto et al.2008).
The failure conditions of intact granite under high-pressure hydrothermal conditions (Kato et al.2003) are well approximated by Equations 2 and 5 (shown as a thick green line in Figure3b). In the absence of experimental data for gabbro under the water-saturated conditions, these parameters and Equation 2 were used to describe the fracture strength of gabbro in subduction zones.
where is the strain rate, σ1 and σ3 are the maximum and minimum principal stresses, respectively, Q is the activation energy, R is the gas constant, and A and n are material constants. At very high stresses and relatively low temperatures, the power law relationship breaks down and the flow law is instead approximated by an exponential law (Frost and Ashby1982; Kohlstedt et al.1995). However, the exact form of the exponential law has not been established for crustal materials such as quartz. The power-law breakdown was therefore not considered in this section, but its influence was indirectly incorporated into the model of the brittle-ductile transition zone described below.
In studies of lithospheric strengths, rheological properties of mantle peridotites are generally represented by the frictional and flow strengths of olivine (Kohlstedt et al.1995). However, if the oceanic crust materials at the top of the subducting slab are weaker than olivine, the movements of the interplate thrust faults are governed by these weak materials. The following sections evaluate the flow strengths of the siliceous sedimentary and basic rocks that constitute the oceanic crust. In the interplate seismogenic zone (<60 km in depth) (Pacheco et al.1993), both the mantle wedge and the slab mantle can be treated as rigid bodies because the dislocation creep of olivine is not activated at temperatures below 600°C at the relevant geological strain rates (Shimamoto1993; Kohlstedt et al.1995).
To constrain Q and the water fugacity factor in the flow law of wet quartz, Hirth et al. (2001) investigated the deformation conditions of quartz mylonites and extrapolated laboratory data of quartzite flow laws to the natural deformation conditions. The semi-empirical flow law of Hirth et al. (2001) was, however, not used in the present model because the tectonic setting, grain size, and water contents of the quartzite samples are far different from those of chert in subduction zones. Moreover, they used a temperature-independent grain size piezometer to estimate differential stress during natural deformation, although considerably large effects of temperature are theoretically predicted (De Bresser et al.2001; Shimizu2008,2012).
The pressure-dependence of dislocation creep is generally expressed in terms of water fugacity and activation volume Ω. The exact value of Ω has not been determined for quartz, but it is expected to be on the same order as the molar volume of quartz (vqtz = 22.7 cm3 mol-1). Taking Ω = vqtz, for example, then the increase in Q coincident with a pressure increase (ΔP) of 1 GPa caused by the activation volume term (ΩΔP) is 20 to 30 kJ/mol1, which is far smaller than the uncertainty in the experimental determination of Q for wet quartz. Thus, the direct effect of pressure imposed by the activation volume term was neglected in the rheological model discussed here.
The effect of water fugacity was introduced to the pre-exponential constant in Equation 6 as, where the exponent m is dependent on the water-related defect species within the crystals. Assuming equilibrium relationships between dissolved ‘water’ in the crystal and the surrounding vapor phase, Paterson (1989) derived m values of 1 to 2 for quartz. High-PT experiments with quartz suggested that m ≤ 1 (Chernak et al.2009). Under experimental conditions at temperatures higher than 900°C, water is in a vapor phase and is nearly equal to water pressure. Accordingly, the flow stress of wet quartz decreases with increasing pressure. In high-P/low-T metamorphic conditions along the subducting plate interface, however, H2O fluids exist as liquid water with densities of around 1 g/cm3 (Burnham et al.1969). Thus, the water fugacity correction is not applicable to subduction zones. Ito and Nakashima (2002) reported that the water content of chert gradually decreases with increasing metamorphic grade, although increases with increasing temperature and pressure. This means that equilibrium concentrations of water-related species are not attained under low-grade metamorphic conditions. Ito and Nakashima (2002) also showed that most of the water in chert is distributed along grain boundaries. Therefore, direct use of the flow laws of chert, or of synthetic quartz aggregates that are similar in water contents and grain size to chert, would be most suitable for application to subduction zones.
The strength of flint determined by Mainprice and Paterson (2005) is considerably lower than the strength of fine-grained synthetic quartz aggregates (Paterson and Luan1990; Luan and Paterson1992; Rutter and Brodie2004). The weakness of the flint samples may be related to the formation of localized shear bands that were observed in the deformed samples. The total water contents of the synthetic quartz aggregates used by Rutter and Brodie (2004) were relatively small (e.g., 100 to 200 H/106 Si after deformation), and the pore fluids were not saturated with H2O during deformation (see discussion by Shimizu (2008)). A series of experiments conducted by Paterson and Luan (1990) and Luan and Paterson (1992) used starting materials that were synthesized from powders of natural quartz, silicic acid, and silica gel; silicic-acid- and silica-gel-origin samples have water contents (approximately 104 H/106 Si) comparable to those of weakly metamorphosed cherts (Ito and Nakashima2002).
where differential stress at a reference state ( and T′ = 1,300 K) was given as MPa for silicic-acid-origin samples. Revised values of Q and n given by Luan and Paterson (1992) are 152 kJ/mol1 and n = 4.0, respectively.
The flow stress of gabbro appropriate for oceanic layer 3 was calculated in Figure4 using the flow law for a synthetic aggregate of anorthite and diopsite presented by Dimanov and Dresen (2005). The effective viscosity () of synthetic gabbro is more than two orders of magnitude higher than that of wet quartz at temperatures less than 600°C. Plastic deformation of oceanic layer 3 was therefore ignored in the strength model.
Plate boundary model
Structural parameters for the thrust model
The thermal models of the NE Japan subduction zone proposed by Omori et al. (2009) and Wada and Wang (2009) yield temperatures for the plate interface of about 200°C at a depth of 30 km and 400°C at a depth of 60 km, whereas Hacker et al. (2003) and Iwamori (2007) proposed higher-P/lower-T paths. In this study, a constant thermal gradient (= 100°C per 15 km) at depths greater than 15 km (Figure6b) was assumed based on the results of Omori et al. (2009) and Wada and Wang (2009). This thermal model gives conservative estimates for plastic strengths of siliceous sedimentary rocks and subducted seamounts (shown as pink and purple lines in Figure7, respectively).
Brittle-ductile transition zone
In the fully brittle regime, stress on the fault surface is supported by small solid-solid contact areas, i.e., ‘asperities’ in the original sense (Dieterich and Kilgore1994). In this configuration, frictional strength is reduced with increasing pore pressure as expressed by Equation 1 with α = 1 (Figure8a). At high temperatures and pressures, solids at the real contact areas yield and pore spaces are reduced by dissolution-precipitation processes. This causes an increase in contact areas, which results in a decrease in α and τ0. The fully plastic deformation regime was associated with tube- or inclusion-like pore geometries (Figure8b). In this configuration, direct mechanical effects of pore pressure almost disappeared and an α of approximately 0 was attained. In the modeling presented here, α was changed linearly across the brittle-ductile transition zone (Figure9a).
Pore fluid pressure
In the previous calculation (Figure7), a simple case of the hydrostatic pore pressure gradient was applied for the frictional and fracture strengths. This model gives the upper limit for the strength profiles in the brittle zone. In actual accretionary zones, pore pressure and pore pressure ratios λ ≡ Pp/σV are influenced by sedimentation and compaction rates and the presence of impermeable materials such as clay-rich sediments; hence, they generally deviate from hydrostatic trends. In the improved model described below, the pore pressure ratio at the base of the accretionary wedge estimated by the Coulomb wedge model (Davis et al.1983) was used for segment b-c of Figure6a. Davis et al. (1983) defined generalized pore pressure ratios at the basal thrust, where and are fluid and lithostatic pressures calculated from the seafloor, respectively. Applying μ = 0.85 (Byerlee1978) to basal friction (μ b ) and μ = 1.03 to internal friction (μ i ), they derived for the NE Japan subduction zone. The given parameters of μ b and μ i are greater than the range of friction coefficients determined in laboratories; however, using friction coefficients of wet gouges and dry rocks for basal and internal friction, respectively (i.e., μ b = 0.7 and μ i = 0.85), almost the same results can be obtained in the Coulomb wedge model (see Figure two of Saffer and Bekins2002). Adopting for reference point b (Table1), a value of λ = 0.53 was obtained.
The change in pore structures within the brittle-ductile transitional zone shown in Figure8 would be accompanied by a reduction in porosity and a decrease in permeability that in turn would influence pore pressure and effective normal stress on the fault plane (Yoshida and Kato2011). The dissolution-precipitation of quartz in siliceous rocks is considered to be the most effective mechanism of porosity reduction at high temperatures (>150°C). Herein, Pp is expressed as a simple function of the depth (z) that gradually approaches the lithostatic level in the brittle-ductile transition zone of quartz (Figure6a). The maximum strength of the thrust fault depends on the assumed pore pressure distribution, but the general features of the strength envelope are not significantly changed.
Results and discussion
The smectite-rich sediment with a total clay content of approximately 90 wt.% is comparable to pelagic mud in the décollement zone that was obtained at a drilling site close to the trench axis (Ujiie et al.2013). At the base of the accretionary wedge, the main thrust fault penetrates the horst-and-graben structure of the subducting oceanic plate (Tsuji et al.2011). Hence, not only pelagic sediments but also trench materials with various clay contents are involved in the main thrust zone. The frictional strength of the thrust fault at the depth of point a varies in the range of 6 to 50 MPa. The weakest material of smectite gradually transforms to illite at elevated temperatures and it almost disappears within the temperature range of 100°C to 150°C (Kimura et al.2012; Saffer and Tobin2011), which corresponds to segment b-c on the plate interface (see Figure6b). The range of frictional strength for 50 wt.% clay gouges that subducted to the depth of point c is represented by a light blue area in Figure10a.
The nucleation site of the M9 earthquake would not have been largely covered with clay-rich sediments because both smectite- and illite-rich gouges exhibit velocity-strengthening behaviors over a wide range of pressure and temperature conditions (Saffer and Marone2003; den Hartog et al.2012; den Hartog and Spiers2013). It is likely that the uppermost part of the oceanic crust is underplating at this depth and that the main thrust plane penetrates the chert-basalt sequence. Applying μ=0.7 for siliceous and basic rocks, the fault strength was estimated to be approximately 100 MPa at the base of the forearc upper crust (point b) and approximately 150 MPa at the hypocenter of the M9 earthquake. Because the λ value determined at point b was extrapolated into segment b-c in this model, the strength at the M9 hypocenter may be somewhat overestimated.
The maximum value of τ on the interplate megathrust was not well constrained in the present model because of the uncertainty in rheological parameters in the brittle-ductile transition zone and pore pressure distributions. Future experimental studies and hydrologic modeling are needed to determine parameters τ0, μ∗, α, and λ. In the following sections, we only use the general features of the brittle-ductile transition zone to discuss seismogenesis on the M9 earthquake-generating fault.
Asperities on megathrust faults and the Tohoku-oki M9 earthquake
A well-established concept for seismic activity in the continental crusts is that large earthquakes nucleate at the deepest part of the brittle deformation zone (Sibson1983; Scholz1988,2002). However, this concept has not been successfully applied to subduction zone megathrusts; for example, using the rheological data of olivine, the down-dip limit of the brittle zone has been estimated to be around 60 to 70 km (Shimamoto1993), whereas the hypocenters of M9-class earthquakes are concentrated at shallower depths (<35 km depth) (Lay et al.2012). The rheological model outlined here is based on the idea that the strength of the interplate megathrust is primarily controlled by the crustal materials that are weaker than mantle olivine. It is noteworthy that the hypocenter of the M9 Tohoku-oki earthquake was located at a deep part of the brittle zone of wet quartz (Figures9b and10a).
Geophysical observations suggest the existence of a subducted seamount in the hypocentral zone of the M9 earthquake, as described above. The bending structure of the subducting oceanic plate (Ito et al.2005) has a width of approximately 50 km, which is the typical size of seamounts (Tsuru et al.2002), and the epicenter of the M9 mainshock event is located on the western edge of the bending structure as illustrated in Figure2. The shear strength of unbroken seamounts, represented by the fracture strength of intact gabbro (Figure9b), is much higher than the frictional strength of the surrounding sedimentary rocks (Figure10a). Hence, if subducted seamounts remain unbroken, they would locally lock the plate boundary fault. This is the case for a subducted seamount that was observed under accreted sediments offshore of Shikoku, SW Japan; this seamount worked as a barrier against the rupture of the 1946 Nankaido earthquake (Kodaira et al.2000). Collapse of a seamount results in a local static stress drop (from fracture to frictional strength level) of about 80 MPa (shown as a dashed green arrow in Figure10). It is possible that the breaking of an unruptured part of the seamount triggered the M9 Tohoku-oki earthquake. Strong-motion waveforms (Kumagai et al.2012) and a simulation of seismic wave propagation (Duan2012) support this idea. The average stress drop (Δτ) over the faulted area of the Tohoku-oki earthquake was estimated to be 7 MPa by Lee et al. (2011), approximately 20 MPa by Hasegawa et al. (2011) and Yagi and Fukahata (2011), and 40 MPa by Kumagai et al. (2012) using seismic or geodetic methods. All these estimates are considerably larger than Δτ∼3 MPa of ordinary interplate earthquakes (Kanamori and Anderson1975). The large local stress drop associated with breaking of a locked part of a seamount might have partly contributed to the observed large Δτ.
Close relationships between subducted seamounts and the hypocenters of large earthquakes have been identified in many other subduction zones (e.g., Scholz and Small1997), although the roles of seamounts in seismic rupture propagation were not the same for all the cases (Mochizuki et al.2008; Wang and Bilek2011). At a shallow part of the accretionary wedge, overriding soft sediments easily deform and seamounts would behave as rigid objects (Dominguez et al.1998) or barriers (Kodaira et al.2000; Hirata et al.2003). However, beneath the island-arc lower crust and mantle, there are no significant differences in yield strength between seamounts and overriding crystalline rocks (Figure3b). Wang and Bilek (2011) stated that faulting or ‘decapitation’ of seamounts is unlikely, but the common occurrence of fossil fragmented seamounts in outcrops of high-pressure metamorphic belts (e.g., Agata1994; Terabayashi et al.2005) indicates that breaking of seamounts did occur in ancient subduction zones.
Elastic strain accumulated in the frontal part of the accretionary wedge (segment o-a) would not have been large in the period preceding the Tohoku-oki M9 event because the imposed shear strain could be accommodated by the deformation of unconsolidated sediments. Clay-rich pelagic sediments that constitute the basal thrust of the accretionary wedge have velocity-strengthening frictional properties. Hence, the shallowest part near the trench axis is assigned to be a stably sliding zone. However, once the intermediate part (segment b-c) of the megathrust is broken, fault slip can easily propagate trenchward as demonstrated by the ‘strong patch model’ of Kato and Yoshida (2011). Because the frictional resistance is weaker at shallower levels due to the smaller overburden and the presence of clay-rich sediments (Figure10a), fault movements would be accelerated to the point of inducing large tsunamigenic slips.
Kato and Yoshida (2011) assumed that the strength of interplate megathrusts was maximized at intermediate depths (approximately 20 km) close to the nucleation site of the M9 earthquake. The thrust fault on the down-dip side (>20 km) was thought to be weak as a result of increasing pore pressure (Yoshida and Kato2011). The pore pressure distribution considered in Figure6a is similar to Figure five(a) of Yoshida and Kato (2011), but the result of the model calculation using the parameters in Figure9a shows that the shear strength was higher on the down-dip side of the M9 hypocenter because of the increasing importance of plastic deformation. The mechanism of rupture propagation to the down-dip side is discussed in the next section.
Most seamounts beneath the island-arc Moho would be faulted at their base, as the flexure force of the overriding plate resists the subduction of the seamounts (Cloos1992; Scholz and Small1997). Hence, the frictional plastic strength of gabbro was applied to the deep seamounts in Figure10a. Quartz-rich sedimentary rocks become ductile at depths greater than 35 km, whereas gabbro is still brittle and strong at this depth. The deep regular asperity of the M7 Miyagi-oki earthquake is therefore considered to represent a subducted seamount, which was surrounded by sedimentary rocks. Geophysical evidence supports the existence of subducted seamounts at this depth as detailed above. The differences in shear strength and rheological behavior between quartz and gabbro offer an explanation for why deep earthquakes repeatedly occurred in such a limited area.
In contrast to the deep thrust zone, the shear strength of siliceous sedimentary rocks in the intermediate zone (segment b-c in Figure6a) is almost the same as that of basic rocks. In addition, the difference in the friction coefficient between clay-rich and siliceous sedimentary rocks is not very large as the smectite-illite transition proceeds at this depth. The huge asperity associated with the M9 event can be understood as a consequence of the material-independent nature of the fault strength at intermediate depths. Heterogeneity within the M9 asperity, as represented by the distribution of small repeating earthquakes (Uchida and Matsuzawa2011), and the slip areas of the 1981 Miyagi-oki earthquake (Figure1) and the M7.3 foreshock event on 9 March 2011 (Ando and Imanishi2011; Kato et al.2012) may reflect physical conditions other than material properties, such as the topography of the fault surface and the distribution of H2O fluids.
The depths of the M9- and M7-class asperities correspond to domains B and C of Lay et al. (2012), respectively (Figure10a). Domain B is a source region for large-slip earthquakes characterized by large seismic regions (asperities), whereas isolated patches (asperities) in domain C generate modest-slip earthquakes. These domains correspond to the low- and high-frequency radiation zones of Tajima and Kennett (2012), respectively. The bimodal depth distributions of thrust-type earthquakes in subduction zones (Pacheco et al.1993) possibly reflect these two types of asperities. The high shear strength of deep seamounts is consistent with the strong seismic wave radiation observed in domain C.
Depth variations in frictional parameters
The stability of fault slip in the RSF law is described by the parameter a-b. At a high slip rate (V > 10-2 m/s), several lubrication mechanisms such as frictional melting and thermal pressurization take place and a - b becomes negative irrespective of rock types (Di Toro et al.2011). In contrast, a - b at low-to-intermediate slip rates varies with the experimental conditions and the materials involved. This section focuses on a-b at the low slip rates (V ≤ 10-6 m/s) that control earthquake nucleation processes. At low pressures (σ n < 30 MPa) and low to intermediate slip rates, dry quartz rocks and quartz gouges show a weak negative dependence of μ on V (i.e., a - b < 0) (Di Toro et al.2011). Amorphization of quartz (Nakamura et al.2012) is one of the possible velocity-weakening mechanisms under these conditions. Nakatani and Scholz (2004a) suggested neutral or negative a-b for the frictional law of quartz gouges that were healed under hydrothermal conditions (P c = 60 MPa, T < 200°C). At temperatures above 300°C, wet quartz deforms plastically (Figure9b). Obviously, the zone of fully plastic deformation is a stable region (a - b > 0). Shimamoto (1986) demonstrated for halite gouge that a transition from velocity-weakening to velocity-strengthening occurs within the brittle-ductile transition zone. Application of this result to the strength envelope of wet quartz yields a transition depth around 30 km (Figure10b). The temperature of the plate interface at which a - b becomes neutral is about 200°C (Figure6).
High-pressure ( MPa) experiments of granite gouge conducted at water-saturated conditions revealed a change in frictional behaviors from velocity-weakening (a - b < 0) at low-T (< 300°C) to strengthening (a - b > 0) at a temperature around 300°C (Blanpied et al.1995). The frictional law of quartz gouge at high-pressure (Pc = 250 MPa and Pp = 100 MPa) hydrothermal conditions suggests that there is a similar change at lower temperatures between 150°C and 300°C (Chester and Higgs1992; Chester1995). The temperature range of the unstable-stable transition for wet quartz estimated above is consistent with these experimental results.
In contrast to quartz-rich sediments, illite-rich gouges show velocity-hardening behaviors up to 250°C at V = 10-6 m/s (den Hartog and Spiers2013). Hence, the nucleation site of the M9 earthquake would not have been largely covered by clay-rich sedimentary rocks as mentioned above. However, the parameter a-b turned to negative in the temperature range of 250°C to 400°C, which corresponds to a depth of 35 to 60 km on the Tohoku-oki megathrust. Hence, the slow slip region with negative a-b (Figure12b) can extend to clay-rich sedimentary rocks as well as siliceous rocks. Overall, the temperature range of the velocity-weakening regime varies with slip velocity, effective normal stress, the ratios of quartz and clays, and the compositions of clays or phyllosilicates (den Hartog and Spiers2013; den Hartog et al.2013).
Another important parameter involved in the constitutive equations of friction is the slip weakening distance Dc (Ohnaka2003) or the length scales analogous to Dc in the RSF laws (herein, denoted as ‘ Dc’ despite the small difference in definitions). Ohnaka (2003) and Perfettini et al. (2003) discussed the fact that Dc in natural fault systems is a scale-dependent parameter rather than a material property. If this is the case, any large asperities at intermediate depths would have a large Dc. This speculation is consistent with the results of the numerical simulations, which suggest that Dc in the M9 asperity needs to be much larger than those in the M7-class asperities (Hori and Miyazaki2011; Kato and Yoshida2011; Shibazaki et al.2011).
The depth and material-dependent changes of τ, asperity size, a-b, and its velocity dependence are essential features of subduction zone megathrusts. Hence, incorporation of all these features will be needed to model earthquake cycles and rupture propagation during gigantic earthquakes in the future.
Megathrust shear strength and influence of pore fluids
The absolute shear stress (τ0) just before seismic events is equals to or slightly higher than the static strength τ during interseismic periods. Hasegawa et al. (2011) and Yagi and Fukahata (2011) discussed the fact that τ0 on the large slip area of the M9 mainshock event was about the same as the stress drop (Δτ) in the same area, which was estimated to be about 20 MPa in their works. This means that the strength of the thrust fault before the earthquake was about 20 MPa, which is far smaller than the shear strengths estimated in the present rheological model (over 100 MPa in the hypocentral zone of the M9 event). τ0 values of about 20 MPa were also obtained in heat flow (Furukawa and Uyeda1989) and force balance models (Lamb2006; Seno2009; Wang et al.2010) for the Tohoku-oki megathrust. The weakness of the thrust fault was thought to be a consequence of the extremely high pore pressure ratio (λ ≥ 0.95) at the plate interface (Seno2009). This section focuses on the absolute stress level and the role of high-pressure fluids on seismogenesis in the Tohoku-oki megathrust.
Yagi and Fukahata (2011) considered that the shear stress that accumulated on the plate interface was completely released during the M9 mainshock event because aftershocks in the coseismic slip area were predominantly the normal-fault type. However, in most of the focal mechanism data they analyzed (except for three data points), three were taken from the shallow (>10 km) parts of the accretionary prism. Asano et al. (2011) suggested that the focal mechanisms of the aftershocks that occurred at the shallow parts of the forearc region were different from those at the deeper parts.
Hasegawa et al. (2011) applied the near-field stress change model of Hardebeck and Hauksson (2001) to the Tohoku-oki megathrust and concluded that a nearly complete stress drop (Δτ/τ0 = 0.9 to 0.95) occurred during the M9 mainshock event, although reverse-fault type events were still dominant for aftershocks at depths close to the plate interface. Their results must be interpreted carefully because the raw data of the principal stress axis directions (Figure three(a) and three(c) of Hasegawa et al.2011) show considerably large scatter. Yang et al. (2013) showed that the stress states in the fore-arc crust was heterogeneous and depth dependent. Their estimates yield τ0 values of approximately 40 MPa at depths of 5 to 15 km and 50 to 180 MPa at depths of 15 to 20 km. Chiba et al. (2012) examined the focal mechanism distributions before and after the M9 mainshock event in more detail and concluded that the principal stress directions were unchanged at the deepest part of the overriding plate. One possible explanation for the simultaneous occurrence of normal faulting within the accretionary wedge and reverse faulting along the basal thrust is the extrusion of the accretionary front, as shown in Figure one of McKenzie and Jackson (2012), although their calculation was made for a specific case of the stress-free basal thrust.
and applying c ≥ 0.8 to the large coseismic slip area, the apparent discrepancy between heat flow data and the frictional strength in Figure10 is almost diminished.
Lamb (2006) assumed that the region behind the Tohoku-oki megathrust beneath the volcanic arc was in a neutral stress state (i.e., zero deviatric components in backstop stress). This assumption is inconsistent with the geodetic observations that show rapid compressional deformation of the Japanese Islands; rheological studies suggest that considerably high stress is required to deform the island-arc crust (Shimamoto1993; Muto and Ohzono2012). Ductile deformation in the aseismic part of the plate boundary was incorporated into the model, but simulated values of activation energy (36 to 37 kJ/mol1) were one order of magnitude less than that of mantle olivine. Seno (2009) employed a simple force balance model that makes no assumptions about the backstop stress and the failure criterions except for the frictional law at the base of accretionary prisms. The absolute value of τ was not exactly determined in this model but inferred from the focal mechanisms within the overriding plate; τ was set to positive (or negative) for the regions of compression (or tension). The distribution of τ in the forearc region offshore of Miyagi was poorly constrained because of the absence of neutral points. Wang et al. (2010) considered that the stress states in erosional margins are fluctuating during earthquake cycles and proposed a ‘dynamic’ Coulomb wedge model. Application of the dynamic Coulomb wedge model to the NE Japan subduction zone yields and a friction coefficient (τ/σ n ) of 0.03 in the hypocentral area (Kimura et al.2012); however, the change of the stress field in the accretionary prism postulated in the model (i.e., extensional during interseismic periods but converts to compressive after a large earthquake) was the opposite of what was observed upon the M9 Tohoku-oki earthquake.
Using the classical Coulomb wedge theory (Davis et al.1983), the pore pressure ratios at the base of the accretionary wedges can be derived without knowing the back stress distribution. The theoretical prediction is well supported by direct fluid pressure measurements in different types of subduction zones, although the hypothesis of the critical Coulomb failure states can be only justified in shallow parts of the forearc crust. It is noteworthy that the pore pressure ratio () estimated for the Tohoku-oki megathrust is the smallest among 12 accretionary wedges analyzed by Davis et al. (1983). Geologic evidence of overpressurized fluids such as mud volcanoes has not been reported from the forearc region of NE Japan.
Generation of overpressurized fluids in subduction zones is related to several geological factors such as the permeability of water in the fault zone and wall rocks and volumes of incoming sediments (Saffer and Bekins2002). In the case of erosional margins like NE Japan (Von Huene and Lallemand1990), the net volume of incoming sediments would not be significantly large. Dehydration of hydrous minerals in subducting slabs is another important factor that can increase Pp (Peacock et al.2011; Saffer and Tobin2011), but its influence would be moderate in cold subduction zones such as NE Japan because the specific volume of H2O fluids along the plate boundary is small; for example, 0.9 to 1.0 cm3/g at 50°C to 150°C and 100 to 400 MPa according to Burnham et al. (1969).
If 10 wt. % of the H2O molecules contained in opal-A or opal-CT (Graetsch1994) are totally released during the opal-quartz transition, then more than 28 vol. % of opal is converted to pores, whereas the liquid water produced is 21 vol. %. Because the net volume change is negative, overpressurized fluids are unlikely to be generated by silica diagenesis alone. A highly permeable zone produced by the opal-quartz transformation would become a fluid pathway. Hence, permeability along the oceanic sedimentary layer would increase and pore pressure would decrease. Similarly, generation of high pore pressure fluids by the smectite-illite transition (Kimura et al.2012) is questionable because smectite contains water as H2O molecules as in the case of opal.
Strong reflectors observed to the east of the M9 hypocenter (Kimura et al.2012) and in the northern region offshore of Iwate (Fujie et al.2002) suggest the presence of H2O fluids along the plate boundary; however, the fluid pressures beneath the strong reflectors are not necessarily high. To date, low-V and high- VP/VS anomalies indicative of high-pressure fluids and serpentinites (e.g., Watanabe2007; Peacock et al.2011) have not been reported from the region offshore of Miyagi (Miura et al.2005; Ito et al.2005; Yamamoto et al.2008). In contrast, the mantle wedge in the southern area (offshore of Fukushima) shows a low- VP(= 7.4 km/s) (Miura et al.2003; denoted by a blue bar in Figure11) and a high- VP/VS anomaly (Yamamoto et al.2008). Tomographic imaging of the hanging walls of the plate interface revealed domains of low-V and high- VP/VS anomalies to the north (offshore of Iwate) and to the south (offshore of Fukushima and Ibaraki) of the M9 hypocenter (Zhao et al.2011; shown as light blue areas in Figure11). Silent earthquakes have episodically occurred in the northern domain (Kawasaki et al.2001). Tsuru et al. (2002) and Miura et al. (2003) identified high-porosity sedimentary units with values of VP = 2 to 4 km/s at the base of the forearc crust along the trench axis (shown as brown bars in Figure11). These porous sediments are widely distributed in the northern and southern parts of the Tohoku-oki megathrusts. These observations strongly suggest that the regions outside the M9 asperity are fluid-rich regions and that the interplate coupling was weakened by high-pressure fluids, serpentinite, and unconsolidated sediments in these regions.
The frictional strength at the M9 hypocentral zone was likely much higher than the clay-rich sediments in the along-trench zone. The large gradient in frictional strength on the trenchward side of the M9 hypocenter offers a viable explanation for the large tsunamigenic slips during the M9 event.
Geophysical observations suggest that a subducted seamount existed at the hypocentral area of the M9 earthquake. A collapse of an unruptured part of the seamount would result in a local stress drop of about 80 MPa. This large stress drop is considered to be one of the possible causes of the gigantic earthquake.
Available data imply that wet quartz shows plastic deformation at depths greater than 35 km, whereas gabbro is brittle and strong at the same depth. Thus, the M7-class asperity associated with the Miyagi-oki earthquakes is most likely a broken seamount that is surrounded by siliceous sedimentary rocks. The conditionally stable nature of the surroundings can be explained by the brittle-ductile transitional behavior of wet quartz.
The shear strength of the thrust fault may be relatively insensitive to rock types at intermediate depths (15 to 35 km in depth). Hence, large asperities can likely be formed in the intermediate zone of the interplate megathrusts. The M9 asperity on the Tohoku-oki megathrust occupied a fluid-poor region in the intermediate zone.
The author thanks K Otsuki for valuable comments and discussions, and CJ Spiers and an anonymous reviewer for helpful comments and constructive reviews. This work was supported by grants from the Japan Society for the Promotion of Science (KAKENHI No. 22340148, No. 70377985), by a Grant-in-Aid for Scientific Research on Innovative Areas (KAKENHI No. 21109995), and by the Observation and Research Program for Prediction of Earthquakes and Volcanic Eruptions from the Ministry of Education, Culture, Sports, Science and Technology (MEXT).
- Agata T: The Asama igneous complex, central Japan: an ultramafic–mafic layered intrusion in the Mikabu greenstone belt, Sambagawa metamorphic terrain. Lithos 1994, 33: 241–263. 10.1016/0024-4937(94)90032-9Google Scholar
- Ando R, Imanishi K: Possibility of M w 90 mainshock triggered by diffusional propagation of after-slip from M w 73 foreshock. Earth Planets Space 2011, 63: 767–771. doi:105047/eps201105016Google Scholar
- Asano Y, Saito T, Ito Y, Shiomi K, Hirose H: Spatial distribution and focal mechanisms of aftershocks of the 2011 off the Pacific coast of Tohoku Earthquake. Earth Planets Space 2011, 63: 669–673. doi:105047/eps201106016Google Scholar
- Blanpied ML, Lockner DA, Byerlee JD: Fault stability inferred from granite sliding experiments at hydrothermal conditions. Geophy Res Lett 1991, 18: 609–612. 10.1029/91GL00469Google Scholar
- Blanpied M, Lockner D, Byerlee JD: Frictional slip of granite at hydrothermal conditions. J Geophys Res 1995, 100: 13045–13064. 10.1029/95JB00862Google Scholar
- Bos B, Spiers CJ: Frictional-viscous flow of phyllosilicate-bearing fault rock: microphysical model and implications for crustal strength profiles. J Geophys Res 2002, 107(B2):ECV 1–1–ECV 1–13. doi:101029/2001JB000301Google Scholar
- Burnham CW, Holloway JR, Nicholas FD: Thermodynamic properties of water to 1,000°C and 10,000 bars. Geol Soc Am, Spec Pap 1969, 132: 96.Google Scholar
- Byerlee J: Friction of rock. Pure Applied Geophys 1978, 116: 615–626. 10.1007/BF00876528Google Scholar
- Chernak LJ, Hirth G, Selverstone J, Tullis J: Effect of aqueous and carbonic fluids on the dislocation creep strength of quartz. J Geophys Res 2009, 114: 1–18. doi:101029/2008JB005884Google Scholar
- Chester FM: A rheologic model for wet crust applied to strike-slip faults. J Geophys Res 1995, 100(B7):13033–13044. 10.1029/95JB00313Google Scholar
- Chester FM, Higgs NG: Multimechanism friction constitutive model for ultrafine quartz gouge at hypocentral conditions. J Geophys Res 1992, 97(B2):1859–1870. 10.1029/91JB02349Google Scholar
- Chiba K, Iio Y, Fukahata Y: Detailed stress fields in the focal region of the 2011 off the Pacific coast of Tohoku Earthquake—implication for the distribution of moment release. Earth Planets Space 2012, 64: 1157–1165. doi:105047/eps201207008Google Scholar
- Crawford BR, Faulkner DR, Rutter EH: Strength, porosity, and permeability development during hydrostatic and shear loading of synthetic quartz-clay fault gouge. J Geophys Res 2008, 113: B03207. doi:101029/2006JB004634Google Scholar
- Cloos M: Thrust-type subduction-zone earthquakes and seamount asperities: a physical model for seismic rupture. Geology 1992, 20: 601–604. 10.1130/0091-7613(1992)020<0601:TTSZEA>2.3.CO;2Google Scholar
- Davis D, Suppe J, Dahlen FA: Mechanics of fold-and-thrust belt and accretionary wedges. J Geophys Res 1983, 88(B2):1153–1172. 10.1029/JB088iB02p01153Google Scholar
- De Bresser J, Ter Heege J, Spiers C: Grain size reduction by dynamic recrystallization: can it result in major rheological weakening. Int J Earth Sci 2001, 90: 28–45. 10.1007/s005310000149Google Scholar
- den Hartog SAM, Niemeijer AR, Spiers CJ: New constraints on megathrust slip stability under subduction zone P–T conditions. Earth Planet Sci Lett 2012, 353: 240–252.Google Scholar
- den Hartog SAM, Niemeijer AR, Spiers CJ: Friction on subduction megathrust faults: beyond the illite–muscovite transition. Earth Planet Sci Lett 2013, 373: 8–19.Google Scholar
- den Hartog SAM, Spiers CJ: Influence of subduction zone conditions and gouge composition on frictional slip stability of megathrust faults. Tectonophysics 2013, 600: 75–90.Google Scholar
- Dieterich JH, Kilgore BD: Direct observation of frictional contacts: new insights for state-dependent properties. Pure Appl Geophys 1994, 143: 283–302. 10.1007/BF00874332Google Scholar
- Dimanov A, Dresen G: Rheology of synthetic anorthite-diopside aggregates: implications for ductile shear zones. J Geophys Res 2005, 110: B07203. doi:101029/2004JB003431Google Scholar
- Di Toro G, Han R, Hirose T, De Paola N, Nielsen S, Mizoguchi K, Ferri F, Cocco M, Shimamoto T: Fault lubrication during earthquakes. Nature 2011, 471: 494–498. doi:101038/nature09838Google Scholar
- Dominguez S, Lallemand SE, Malavieille J, Von Huene R: Upper plate deformation associated with seamount subduction. Tectonophysics 1998, 293: 207–224. 10.1016/S0040-1951(98)00086-9Google Scholar
- Duan B: Dynamic rupture of the 2011 Mw 90 Tohoku-Oki earthquake: roles of a possible subducting seamount. J Geophys Res 2012, 117: B05311. doi:101029/2011JB009124Google Scholar
- Evans BW: Serpentine multisystem revisited: chrysotile is metastable. Int Geol Rev 2004, 46: 479–506. 10.2747/0020-6818.104.22.1689Google Scholar
- Frost HJ, Ashby MF: Deformation mechanism-maps, the plasticity and creep of metals and ceramics. Pergamon, Oxford; 1982.Google Scholar
- Fujie G, Kasahara J, Hino R, Sato T, Shinohara M, Suyehiro K: A significant relation between seismic activities and reflection intensities in the Japan Trench region. Geophys Res Lett 2002, 29: 1100. doi:10.1029/2001GL013764Google Scholar
- Furukawa Y, Uyeda S: Thermal state under the Tohoko arc with consideration of crustal heat generation. Tectonophysics 1989, 164: 175–187. 10.1016/0040-1951(89)90011-5Google Scholar
- Gleason GC, Tullis J: A flow law for dislocation creep of quartz aggregates determined with the molten salt cell. Tectonophysics 1995, 247: 1–23. doi:10.1016/0040-1951(95)00011-BGoogle Scholar
- Graetsch H: Structural characteristics of opaline and microcrystalline silica minerals. Heaney PJ, Prewitt CT, Gibbs GV (eds), Silica: physical behaviour, geochemistry and materials applications. Reviews in mineralogy 1994, 209–232.Google Scholar
- Hacker BR, Peacock SM, Abers GA, Holloway SD: Subduction factory 2. Are intermediate-depth earthquakes in subducting slabs linked to metamorphic dehydration reactions. J Geophys Res 2003, 108(B1):2030. doi:10.1029/2001JB001129Google Scholar
- Hardebeck JL, Hauksson E: Crustal stress field in southern California and its implications for fault mechanics. J Geophys Res 2001, 106(B10):21859–21882. 10.1029/2001JB000292Google Scholar
- Hasegawa A, Yoshida K: Nearly complete stress drop in the 2011 Mw 90 off the Pacific coast of Tohoku Earthquake. Earth Planets Space 2011, 63: 703–707. doi:105047/eps201106007Google Scholar
- Hashimoto C, Noda A, Sagiya T, Matsu’ura M: Interplate seismogenic zones along the Kuril–Japan trench inferred from GPS data inversion. Nat Geosci 2009, 2: 141–144. doi:101038/ngeo421Google Scholar
- He C, Wang Z, Yao W: Frictional sliding of gabbro gouge under hydrothermal conditions. Tectonophysics 2007, 445: 353–362. 10.1016/j.tecto.2007.09.008Google Scholar
- Hirata K, Geist E, Satake K, Tanioka Y, Yamaki S: Slip distribution of the 1952 Tokachi-Oki earthquake (M 8.1) along the Kuril Trench deduced from tsunami waveform inversion. J Geophys Res 2003, 108(B4):2196. doi:10.1029/2002JB001976Google Scholar
- Hirth G, Teyssier C, Dunlap JW: An evaluation of quartzite flow laws based on comparisons between experimentally and naturally deformed rocks. Int J Earth Sci 2001, 90: 77–87. doi:10.1007/s005310000152 10.1007/s005310000152Google Scholar
- Hirth G, Tullis J: The brittle-plastic transition in experimentally deformed quartz aggregates. J Geophys Res 1994, 99(B6):11731–11747. 10.1029/93JB02873Google Scholar
- Honda R, Yukutake Y, Ito H, Harada M, Aketagawa T, Yoshida A, Sakai S, Nakagawa S, Hirata N, Obara K, Kimura H: A complex rupture image of the 2011 off the Pacific coast of Tohoku Earthquake revealed by the MeSO-net. Earth Planets Space 2011, 63: 583–588. doi:105047/eps201105034Google Scholar
- 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 2011, 63: 773–777. doi:105047/eps201106022Google Scholar
- Iinuma T, Ohzono M, Ohta Y, Miura S: Coseismic slip distribution of the 2011 off the Pacific coast of Tohoku Earthquake (M 9.0) estimated based on GPS data: was the asperity in Miyagi-oki ruptured. Earth Planets Space 2011, 63: 643–648. doi:105047/eps201106013Google Scholar
- Iinuma T, Hino R, Kido M, Inazu D, Osada Y, Ito Y, Ohzono M, Tsushima H, Suzuki S, Fujimoto H, Miura S: Coseismic slip distribution of the 2011 off the Pacific Coast of Tohoku Earthquake (M 9.0) refined by means of seafloor geodetic data. J Geophys Res 2012, 117: B07409. doi:101029/2012JB009186Google Scholar
- Ito Y, Nakashima S: Water distribution in low-grade siliceous metamorphic rocks by micro-FTIR and its relation to grain size: a case from the Kanto Mountain region, Japan. Chem Geol 2002, 189: 1–18. 10.1016/S0009-2541(02)00022-0Google Scholar
- Ito A, Fujie G, Miura S, Kodaira S, Kaneda Y, Hino R: Bending of the subducting oceanic plate and its implication for rupture propagation of large interplate earthquakes off Miyagi, Japan, in the Japan Trench subduction zone. Geophys Res Lett 2005, 32: L05310. doi:10.1029/2004GL022307Google Scholar
- Iwamori H: Transportation of H2O beneath the Japan arcs and its implications for global water circulation. Chem Geol 2007, 239: 182–198. 10.1016/j.chemgeo.2006.08.011Google Scholar
- Kanamori H, Miyazawa M, Mori J: Investigation of the earthquake sequence off Miyagi prefecture with historical seismograms. Earth Planets Space 2006, 58: 1533–1541. 10.1186/BF03352657Google Scholar
- Kanamori H, Anderson DL: Theoretical basis of some empirical relations in seismology. Bull Seismol Soc Am 1975, 65: 1073–1095.Google Scholar
- Kato A, Ohnaka M, Mochizuki H: Constitutive properties for the shear failure of intact granite in seismogenic environments. J Geophys Res 2003, 108: 2060. doi:101029/2001JB000791Google Scholar
- Kato A, Obara K, Igarashi T, Tsuruoka H, Nakagawa S, Hirata N: Propagation of slow slip leading up to the 2011 M w 90 Tohoku-Oki Earthquake. Science 2012, 335: 705–708. doi:101126/science1215141Google Scholar
- Kato N, Yoshida S: A shallow strong patch model for the 2011 great Tohoku-oki earthquake: a numerical simulation. Geophys Res Lett 2011, 38: L00G04. doi:101029/2011GL048565Google Scholar
- Kawasaki I, Asai Y, Tamura Y: Space-time distribution of interplate moment release including slow earthquakes and the seismo-geodetic coupling in the Sanriku-oki region along the Japan trench. Tectonophysics 2001, 330: 267–283. 10.1016/S0040-1951(00)00245-6Google Scholar
- Kennett BLN, Gorbatov A, Kiser E: Structural controls on the Mw 9.0 2011 Offshore-Tohoku earthquake. Earth Planet Sci Lett 2011, 310: 462–467. doi:101016/jepsl201108039Google Scholar
- Kimura G, Hina G, Hamada Y, Kameda J, Tsuji T, Kinoshita M, Yamaguchi A: Runaway slip to the trench due to rupture of highly pressurized megathrust beneath the middle trench slope: the tsunamigenesis of the 2011 Tohoku earthquake off the east coast of northern Japan. Earth Planet Sci Lett 339–340 2012, 32–45. doi:101016/jepsl201204002Google Scholar
- Kodaira S, Takahashi N, Nakanishi A, Miura S: Subducted seamount imaged in the rupture zone of the 1946 Nankaido earthquake. Science 2000, 289: 104–106. doi:101126/science2895476104Google Scholar
- Kohlstedt DL, Evans B, Mackwell SJ: Strength of the lithosphere: constraints imposed by laboratory experiments. J Geophys Res 1995, 100(B9):17587–17602. 10.1029/95JB01460Google Scholar
- Koketsu K, Yokota Y, Nishimura N, Yagi Y, Miyazaki S, Satake K, Fujii Y, Miyake H, Sakai S, Yamanaka Y: A unified source model for the 2011 Tohoku earthquake. Earth Planet Sci Lett 2011, 310: 480–487. doi:101016/jepsl201109009Google Scholar
- Kumagai H, Pulido N, Fukuyama E, Aoi S: Strong localized asperity of the 2011 Tohoku-Oki earthquake, Japan. Earth Planets Space 2012, 64: 649–654. doi:105047/eps201201004Google Scholar
- Lamb S: Shear stresses on megathrusts: implications for mountain building behind subduction zones. J Geophys Res 2006, 111: B07401. doi:101029/2005JB003916Google Scholar
- Lay T, Kanamori H, Ammon CJ, Koper KD, Hutko AR, Ye L, Yue H, Rushing TM: Depth-varying rupture properties of subduction zone megathrust faults. J Geophys Res 2012, 117: B04311. doi:101029/2011JB009133Google Scholar
- Lee SJ, Huang BS, Ando M, Chiu HC, Wang JH: Evidence of large scale repeating slip during the 2011 Tohoku-Oki earthquake. Geophy Res Lett 2011, 38: L19306. doi:10.1029/2011GL049580Google Scholar
- Luan FC, Paterson MS: Preparation and deformation of synthetic aggregates of quartz. J Geophys Res 1992, 97(B1):301–320. 10.1029/91JB01748Google Scholar
- Mainprice D, Paterson MS: Experimental deformation of flint in axial compression. Geol Soc London. Spec Publ 2005, 245: 251–276. doi:101144/GSLSP20052450112Google Scholar
- Matsubara M, Obara K: The 2011 off the Pacific coast of Tohoku Earthquake related to a strong velocity gradient with the Pacific plate. Earth Planets Space 2011, 63: 663–667. doi:105047/eps201105018Google Scholar
- Matsuzawa T, Uchida N, Igarashi T, Okada T, Hasegawa A: Repeating earthquakes and quasi-static slip on the plate boundary east off northern Honshu, Japan. Earth Planets Space 2004, 56: 803–811. 10.1186/BF03353087Google Scholar
- McKenzie D, Jackson J: Tsunami earthquake generation by the release of gravitational potential energy. Earth Planet Sci Lett 2012, 345–348: 1–8. doi:101016/jepsl201206036Google Scholar
- Mitsui Y, Kato N, Fukahata Y, Hirahara K: Megaquake cycle at the Tohoku subduction zone with thermal fluid pressurization near the surface. Earth Planet Sci Lett 2012, 325–326: 21–26. doi:101016/jepsl201201026Google Scholar
- Miura S, Kodaira S, Nakanishi A, Tsuru T, Takahashi N, Hirata N, Kaneda Y: Structural characteristics controlling the seismicity crustal structure of southern Japan Trench fore-arc region, revealed by ocean bottom seismographic data. Tectonophysics 2003, 363: 79–102. doi:101016/S0040-1951(02)00655-8Google Scholar
- Miura S, Takahashi N, Nakanishi A, Tsuru T, Kodaira S, Kaneda Y: Structural characteristics off Miyagi forearc region, the Japan Trench seismogenic zone, deduced from a wide-angle reflection and refraction study. Tectonophysics 2005, 407: 165–188. doi:101016/jtecto200508001Google Scholar
- Mochizuki K, Yamada T, Shinohara M, Yamanaka Y, Kanazawa T: Weak interplate coupling by seamounts and repeating M ∼7 earthquakes. Science 2008, 321: 1194–1197. doi:101126/science1160250Google Scholar
- Moore DE, Lockner DA, Shengli M, Summers R, Byerlee JD: Strengths of serpentinite gouges at elevated temperatures. J Geophys Res 1997, 102(B7):14787–14801. 10.1029/97JB00995Google Scholar
- Muto J, Ohzono M: Rheological profile across the northeastern Japan lithosphere toward precise modeling of the 2011 Tohoku Oki Earthquake. J Geol Soc Japan 2012, 118: 323–333. doi:105575/geosoc20120026Google Scholar
- Nakamura Y, Muto J, Nagahama H, Shimizu I, Miura T, Arakawa I: Amorphization of quartz by friction: implication to silica-gel lubrication of fault surfaces. Geophys Res Lett 2012, 39: L21303. doi:101029/2012GL053228Google Scholar
- Nakatani M, Scholz CH: Frictional healing of quartz gouge under hydrothermal conditions: 1. Experimental evidence for solution transfer healing mechanism. J Geophys Res 2004a, 109: B07201. doi:101029/2001JB001522Google Scholar
- Nakatani M, Scholz CH: Frictional healing of quartz gouge under hydrothermal conditions: 2. Quantitative interpretation with a physical model. J Geophys Res 2004b, 109: B07202. doi:101029/2003JB002938Google Scholar
- Nishimura T, Miura S, Tachibana K, Hashimoto K, Sato T, Hori S, Murakami E, Kono T, Nida K, Mishina M, Hirasawa T, Miyazaki S: Distribution of seismic coupling on the subducting plate boundary in northeastern Japan inferred from GPS observations. Tectonophysics 2000, 323: 217–238. doi:101016/S0040-195100)00108-6Google Scholar
- Noda H, Lapusta N: Stable creeping fault segments can become destructive as a result of dynamic weakening. Nature 2013, 493: 518–521. 10.1038/nature11703Google Scholar
- Ohnaka M: A constitutive scaling law and a unified comprehension for frictional slip failure, shear fracture of intact rock, and earthquake rupture. J Geophys Res 2003, 108(B2):2080. doi:101029/2000JB000123Google Scholar
- Okada T, Yaginuma T, Umino N, Kono T, Matsuzawa T, Kita S, Hasegawa A: The 2005. Geophys Res Lett 2005, 32: L24302. doi:101029/2005GL024613Google Scholar
- Omori S, Kita S, Maruyama S, Santosh M: Pressure–temperature conditions of ongoing regional metamorphism beneath the Japanese Islands. Gondwana Res 2009, 16: 458–469. doi:101016/jgr200907003Google Scholar
- Pacheco J, Sykes L, Scholz C: Nature of seismic coupling along simple plate boundaries of the subduction type. J Geophys Res 1993, 98(B8):14133–14199. 10.1029/93JB00349Google Scholar
- Paterson MS: The interaction of water with quartz and its influence in dislocation flow—an overview. Oxford University Press, New York; 1989.Google Scholar
- Paterson MS, Luan FC: Quartz rheology under geological conditions. Geological Society, London; 1990.Google Scholar
- Paterson MS, Wong T-F: Experimental rock deformation—the brittle field. Springer, Berlin; 2005.Google Scholar
- Peacock SM, Christensen NI, Bostock MG, Audet P: High pore pressures and porosity at 35 km depth in the Cascadia subduction zone. Geology 2011, 39: 471–474. doi:101130/G316491Google Scholar
- Perfettini H, Campillo M, Ionescu I: On the scaling of the slip weakening rate of heterogeneous faults. J Geophys Res 2003., 108(B9): doi101029/2002JB001969Google Scholar
- Rutter E, Brodie K: Experimental intracrystalline plastic flow in hot-pressed synthetic quartzite prepared from Brazilian quartz crystals. J Struct Geol 2004, 26: 259–270. doi:101016/S0191-814103)00096-8 10.1016/S0191-8141(03)00096-8Google Scholar
- Saffer DM, Bekins BA: Hydrologic controls on the morphology and mechanics of accretionary wedges. Geology 2002, 30: 271–274. 10.1130/0091-7613(2002)030<0271:HCOTMA>2.0.CO;2Google Scholar
- Saffer DM, Marone C: Comparison of smectite- and illite-rich gouge frictional properties: application to the updip limit of the seismogenic zone along subduction megathrusts. Earth Planet Sci Lett 2003, 215: 219–235. doi:101016/S0012-821X03)00424-2Google Scholar
- Saffer DM, Tobin HJ: Hydrogeology and mechanics of subduction zone forearcs: fluid flow and pore pressure. Annu Rev Earth Planet Sci 2011, 39: 157–186. 10.1146/annurev-earth-040610-133408Google Scholar
- Scholz CH: The brittle-plastic transition and the depth of seismic faulting. Geol Rund 1988, 77: 319–327. 10.1007/BF01848693Google Scholar
- Scholz CH: The mechanics of earthquakes and faulting. Cambridge University Press, Cambridge; 2002.Google Scholar
- Scholz CH, Small C: The effect of seamount subduction on seismic coupling. Geology 1997, 25: 487–490. 10.1130/0091-7613(1997)025<0487:TEOSSO>2.3.CO;2Google Scholar
- Seno T: Determination of the pore fluid pressure ratio at seismogenic megathrusts in subduction zones: implications for strength of asperities and Andean-type mountain building. J Geophys Res 2009, 114: B05405. doi:101029/2008JB005889Google Scholar
- Shibazaki B, Matsuzawa T, Tsutsumi A, Ujiie K, Hasegawa A, Ito Y: 3D modeling of the cycle of a great Tohoku-oki earthquake, considering frictional behavior at low to high slip velocities. Geophys Res Lett 2011, 38: L21305. doi:101029/2011GL049308Google Scholar
- Shimamoto T: Transition between frictional slip and ductile flow for halite shear zones at room temperature. Science 1986, 231: 711–714. 10.1126/science.231.4739.711Google Scholar
- Shimamoto T: Rock rheology and plate tectonics in Japanese Island. Kagaku 1989, 59: 170–181.Google Scholar
- Shimamoto T: Rheology of rocks and plate tectonics. In Hudson JA (ed), Comprehensive rock engineering: principles, practice & projects. New York: Elsevier; 1993:93–109.Google Scholar
- Shimizu I: Ductile deformation in the low-grade part of the Sambagawa metamorphic belts in the northern Kanto Mountains, Central Japan. J Geol Soc Japan 1988, 94: 609–628. 10.5575/geosoc.94.609Google Scholar
- Shimizu I: Kinetics of pressure solution creep in quartz: theoretical considerations. Tectonophysics 1995, 245: 121–134. doi:10.1016/0040-1951(94)00230-7Google Scholar
- Shimizu I: Theories and applicability of grain size piezometers: the role of dynamic recrystallization mechanisms. J Struct Geol 2008, 30: 899–917. doi:10.1016/j.jsg.2008.03.004Google Scholar
- Shimizu I: Steady-state grain size in dynamic recrystallization of minerals. K. Sztwiertnia K (ed), Recrystallization, InTech 2012, 371–386. (). http://www.intechopen.com/books/recrystallization/steady-state-grain-size-in-dynamic-recrystallization-of-minerals ().Google Scholar
- Shimizu I, Yoshida S: Strain geometries in the Sanbagawa Metamorphic Belt inferred from deformation structures in metabasite. Island Arc 2004, 13: 95–109. 10.1111/j.1440-1738.2003.00413.xGoogle Scholar
- Sibson RH: Continental fault structure and the shallow earthquake source. J Geol Soc 1983, 140: 741–767. 10.1144/gsjgs.140.5.0741Google Scholar
- Stesky R, Brace WF, Riley DK, Robin P-YF: Friction in faulted rock at high temperature and pressure. Tectonophysics 1974, 23: 177–203. 10.1016/0040-1951(74)90119-XGoogle Scholar
- Stipp M, Stünitz H, Heilbronner R, Schmid SM: The eastern Tonale fault zone: a ‘natural laboratory’ for crystal plastic deformation of quartz over a temperature range from 250 to 700°C. J Struct Geol 2002, 24: 1861–1884. 10.1016/S0191-8141(02)00035-4Google Scholar
- Suwa Y, Miura S, Hasegawa A, Sato T, Tachibana K: Interplate coupling beneath NE Japan inferred from three-dimensional displacement field. J Geophys Res 2006, 111: B04402. doi:101029/2004JB003203Google Scholar
- Tajima F, Kennett BLN: Interlocking of heterogeneous plate coupling and aftershock area expansion pattern for the 2011 Tohoku-Oki Mw9 earthquake. Geophys Res Lett 2012, 39: L05307. doi:101029/2011GL050703Google Scholar
- Takahashi M, Mizoguchi K, Kitamura K, Masuda K: Effects of clay content on the frictional strength and fluid transport property of faults. J Geophys Res 2007, 112: B08206. doi:101029/2006JB004678Google Scholar
- Takahashi M, Uehara S, Mizoguchi K, Shimizu I, Okazaki K, Masuda K: On the transient response of serpentine (antigorite) gouge to stepwise changes in slip velocity under high-temperature conditions. J Geophys Res 2011, 116: B10405. doi:101029/2010JB008062Google Scholar
- Terabayashi M, Okamoto K, Yamamoto H, Kaneko Y, Ota T, Maruyama S, Katayama I, Komiya T, Ishikawa A, Anma R, Ozawa H, Windley B, Liou JG: Accretionary complex origin of the mafic-ultramafic bodies of the Sanbagawa belt, central Shikoku, Japan. Int Geol Rev 2005, 47: 1058–1073. 10.2747/0020-6822.214.171.1248Google Scholar
- Tsuji T, Ito Y, Kido M, Osada Y, Fujimoto H, Ashi J, Matsuoka T: Potential tsunamigenic faults of the 2011 off the Pacific coast of Tohoku Earthquake. Earth Planets Space 2011, 63: 831–834. 10.5047/eps.2011.05.028Google Scholar
- Tsuru T, Park J-O, Miura S, Kodaira S, Kido Y, Hayashi T: Along-arc structural variation of the plate boundary at the Japan Trench margin: implication of interplate coupling. J Geophys Res 2002, 107(B12):2357. doi:101029/2001JB001664Google Scholar
- Uchida N, Matsuzawa T: Coupling coefficient, hierarchical structure, and earthquake cycle for the source area of the 2011 off the Pacific coast of Tohoku earthquake inferred from small repeating earthquake data. Earth Planets Space 2011, 63: 675–679. doi:105047/eps201107006Google Scholar
- Ujiie K, Tanaka H, Saito T, Tsutsumi A, Mori J, Kameda J, Brodsky EE, Chester FM, Eguchi N, Toczko S, Expedition 343 and 343T scientists: Low coseismic shear stress on the Tohoku-Oki megathrust determined from laboratory experiments. Science 2013, 342: 1211–1214. 10.1126/science.1243485 10.1126/science.1243485 10.1126/science.1243485Google Scholar
- Von Huene R, Lallemand S: Tectonic erosion along the Japan and Peru convergent margins. Geol Soc Am Bull 1990, 102: 704–720. 10.1130/0016-7606(1990)102<0704:TEATJA>2.3.CO;2Google Scholar
- Wada I, Wang K: Common depth of slab-mantle decoupling: reconciling diversity and uniformity of subduction zones. Geochem Geophys Geosys 2009, 10: Q10009. doi:101029/2009GC002570Google Scholar
- Wang K, Bilek SL: Do subducting seamounts generate or stop large earthquakes. Geology 2011, 39: 819–822. doi:10.1130/G31856.1Google Scholar
- Wang K, Hu Y, von Huene R, Kukowski N: Interplate earthquakes as a driver of shallow subduction erosion. Geology 2010, 38: 431–434. doi:101130/G305971Google Scholar
- Watanabe T: Compressional and shear wave velocities of serpentinized peridotites up to 200 MPa. Earth Planets Space 2007, 2: 233–244.Google Scholar
- Wong T-F, Biegel R: Effects of pressure on the micromechanics of faulting in San Marcos gabbro. J Struct Geol 1985, 7: 737–749. 10.1016/0191-8141(85)90149-XGoogle Scholar
- Yagi Y, Fukahata Y: Rupture process of the 201 Tohoku-oki earthquake and absolute elastic strain release. Geophys Res Lett 2011, 38: L19307. doi:101029/2011GL048701Google Scholar
- Yamamoto Y, Hino R, Suzuki K, Ito Y, Yamada T, Shinohara M, Kanazawa T, Aoki G, Tanaka M, Uehira K, Fujie G, Kaneda Y, Takanami T, Sato T: Spatial heterogeneity of the mantle wedge structure and interplate coupling in the NE Japan forearc region. Geophys Res Lett 2008, 35: L23304. doi:101029/2008GL036100Google Scholar
- Yamanaka Y, Kikuchi K: Asperity map along the subduction zone in northeastern Japan inferred from regional seismic data. J Geophys Res 2004, 109: B07307. doi:101029/2003JB002683Google Scholar
- Yang YR, Johnson KM, Chuang RY: Inversion for absolute deviatoric crustal stress using focal mechanisms and coseismic stress changes: the 2011 M9 Tohoku-oki, Japan, earthquake. J Geophys Res 2013, 118(B10):5516–5529. doi:10.1002/jgrb.50389Google Scholar
- Yokota Y, Koketsu K, Fujii Y, Satake K, Sakai S, Shinohara M, Kanazawa T: Joint inversion of strong motion, teleseismic, geodetic, and tsunami datasets for the rupture process of the 2011 Tohoku earthquake. Geophys Res Lett 2011, 38: L00G21. doi:101029/2011GL050098Google Scholar
- Yoshida S, Kato N: Pore pressure distribution along plate interface that causes a shallow asperity of the 2011 great Tohoku-oki earthquake. Geophys Res Lett 2011, 38: L00G13. doi:101029/2011GL048902Google Scholar
- Yue H, Lay T: Inversion of high-rate (1 sps) GPS data for rupture process of the 11 March 2011 Tohoku earthquake (Mw 9.1). Geophys Res Lett 2011, 38: L00G09. doi:101029/2011GL048700Google Scholar
- Zhao D, Huang Z, Umino N, Hasegawa A, Kanamori H: Structural heterogeneity in the megathrust zone and mechanism of the 2011 Tohoku-oki earthquake (Mw 9.0). Geophys Res Lett 2011, 38: L17308. doi:101029/2011GL048408Google Scholar
This article is published under license to BioMed Central Ltd. This is an Open Access article distributed under the terms of the Creative Commons Attribution License (http://creativecommons.org/licenses/by/2.0), which permits unrestricted use, distribution, and reproduction in any medium, provided the original work is properly credited.