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Regional Moment Tensor Inversion Using Rotational Observations
Author(s) -
Ichinose Gene A.,
Ford Sean R.,
Mellors Robert J.
Publication year - 2021
Publication title -
journal of geophysical research: solid earth
Language(s) - English
Resource type - Journals
SCImago Journal Rank - 1.983
H-Index - 232
eISSN - 2169-9356
pISSN - 2169-9313
DOI - 10.1029/2020jb020827
Subject(s) - physics , dipole , azimuth , seismometer , rotational symmetry , inversion (geology) , radiation pattern , rotation around a fixed axis , geodesy , geology , optics , computational physics , geometry , seismology , computer science , mathematics , classical mechanics , antenna (radio) , telecommunications , quantum mechanics , mechanics , tectonics
Abstract There are benefits from the addition of rotational motions to translational displacements for moment tensor (MT) inversions. The rotational radiation pattern is orthogonal to the shear radiation pattern, thus incorporating rotations is equivalent to gaining another observation point on the focal sphere. We demonstrated this by simulating curl and displacement wavefields for a regional distance station. Thus, one 6‐C station (3‐Component translational + 3‐Component rotational) gathers the same information on radiation pattern as two 3‐C stations at 90° azimuth from one another along the focal plane axis, which is sometimes difficult to obtain when restricted to surface sensors. We added rotational Green's functions to a regional MT inversion scheme (long‐period, time‐domain, and linear inversion) by computing spatial gradients from f ‐κ reflectivity synthetics. For rotational data, we used Array Derived Rotations (ADR) from Piñon Flats Observatory Array and Golay array deployed during IRIS Community Wavefield Demonstration Experiment. The hope is to ultimately use compact and field deployable broadband rotational seismometers instead of ADRs. Rotational motions were predicted from well‐constrained deviatoric MT solutions of nine earthquakes recorded by the arrays and other seismic networks. We formed three station sparse datasets with (3‐C and 6‐C) and without rotational ground motions (3‐C only) for eight earthquakes testing the benefits of including rotational waveforms in MT inversions when they are equally weighted with translational waveforms. Adding rotational motions improved the double‐couple components and reduced compensated‐linear‐vector‐dipole and isotropic components in full‐MT solutions using sparse datasets with poor coverage.