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3D numerical modelling of gravity perturbations due to short–term slab deformations at the Japan subduction zone

Parla, Rajesh, Panet, Isabelle, Gharti, Hom Nath, Martin, Roland, Remy, Dominique, and Plazolles, Bastien, 2026. 3D numerical modelling of gravity perturbations due to short–term slab deformations at the Japan subduction zone. Geophysical Journal International, .

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@ARTICLE{2026GeoJI.tmp..568P,
       author = {{Parla}, Rajesh and {Panet}, Isabelle and {Gharti}, Hom Nath and {Martin}, Roland and {Remy}, Dominique and {Plazolles}, Bastien},
        title = "{3D numerical modelling of gravity perturbations due to short-term slab deformations at the Japan subduction zone}",
      journal = {Geophysical Journal International},
         year = 2026,
        month = jul,
     abstract = "{Anomalous medium-scale gravity gradient changes reported prior to the
        2011  9.0 Tohoku and the 2010  8.8 Maule earthquakes have been
        attributed to transient extensional deformations of the
        subducting slabs at depths of
        \raisebox{-0.5ex}\textasciitilde150-300 km. With a regional-
        scale extent and weak associated surface displacements, these
        signals and their deformation sources are not well understood.
        Our aim here is to improve their modelling by taking into
        account the 3D elastic structure of the subduction zone, and by
        assessing how the surface observables respond to variations in
        the spatial distribution and the depth of the deformation
        source. Taking the case of the pre-Tohoku signals, and
        representing slab extension with ensembles of dislocations, we
        investigate the corresponding gravitational and surface
        displacement signals using fully three-dimensional spectral-
        infinite-element simulations implemented in the numerical code
        SPECFEM-X, incorporating a realistic subduction-zone geometry.
        For the considered deep deformations, our results show a limited
        impact of the lateral elastic structure on the surface
        displacement and geoid signals, which differ by less than
        \raisebox{-0.5ex}\textasciitilde2\% and
        \raisebox{-0.5ex}\textasciitilde3\% respectively from the purely
        radially layered case. The degree of the spatial distribution of
        the deformation and the depth more strongly impact the relative
        amplitudes and the smoothness of the gravity and surface
        displacement signals. Broadly distributed slab deformation leads
        to a reduction in the extremum amplitude of the vertical surface
        displacements by up to \raisebox{-0.5ex}\textasciitilde40\%
        compared to the results obtained for highly localized slab
        deformation of similar magnitude, whereas the amplitude of the
        medium-scale gravity gradient signals decreases by
        {\ensuremath{\leq}}20\% only. These surface displacement and
        gravity gradient signals are attenuated by
        \raisebox{-0.5ex}\textasciitilde90\% and
        \raisebox{-0.5ex}\textasciitilde60\%, respectively, when moving
        the source depth from 100 to 500 km. In all cases, broader-scale
        gravity gradient signals are obtained. Thus, while distributed
        deformations contribute to smoothing the gravity signals and
        reducing the amplitude of the corresponding surface
        displacements, they still do not account for the required sub-
        centimetric level of ground motions. Our results finally provide
        a quantitative framework for interpreting intermediate-scale
        GRACE pre-seismic anomalies at subduction zones.}",
          doi = {10.1093/gji/ggag293},
       adsurl = {https://ui.adsabs.harvard.edu/abs/2026GeoJI.tmp..568P},
      adsnote = {Provided by the SAO/NASA Astrophysics Data System}
}

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