Iranian Journal of Geophysics

Iranian Journal of Geophysics

Parametric estimation of S wave source spectra in a simple folded belt, the Zagros

Document Type : Research Article

Authors
1 Ph.D. Student, Institute of Geophysics, University of Tehran, Tehran, Iran
2 Associated Professor, Institute of Geophysics, University of Tehran, Tehran, Iran
3 Professor, International Institute of Earthquake Engineering and Seismology, Tehran, Iran
Abstract
The Generalized Inversion Technique (GIT) was used to estimate region-specific seismic parameters in the Simply Folded Belt (SFB), located in the east of the Zagros. To this aim, we prepare a database including 114 three-component accelerometers and 420 three-component acceleration waveforms in hypo-central distance range between 6 and 300 km with moment magnitude between 5 and 6.3. The maximum depth of the events is 34 km. The used database was made by calculating the Fourier spectrum of the acceleration waveforms in both vertical and horizontal components. Based on the signal-to-noise ratio, achieved by the modified wavelet de-noising method (Ansari et. al. 2010), the spectra were calculated in the frequency range between 0.4 and 15 Hz. Horizontal spectrums, an average of Fourier spectrums of two orthogonal components in the horizontal plane of the propagated wave, were calculated by two different averaging methods called geometrical and vector averaging. This study shows that the difference in averaging methods has a negligible effect on the final result, including seismic moment rate spectrum and seismic parameters such as stress drop and kappa. Using the slope of the Fourier spectrum in high frequencies, the kappa parameter for both horizontal and vertical components was estimated to be equal to 0.039 and 0.028, respectively. In continuation, the GIT was employed to achieve a spectrum of seismic sources. Also, we achieved a parametric form of seismic source spectrum (fc  and γ, based on ω square source model of Brune 1970) and stress drop for each event. For this aim, we ran a non-linear inversion procedure, Simple Grid Search. For the sake of optimum use of processing resources, the initial range of model parameters was selected after several times of trials and errors.
    The computed stress drop values are between 2 and 331 bar, with 85.5 bar as an average value. These values were derived from horizontal components of Fourier spectra based on the geometrical averaging method. Although stress drop values based on geometrical and vector averaging are not the same, the average values of stress drop based on these two methods are approximately the same, approximately. 
As a result, this study showed that SFB events do not follow the scaling rule of Aki (1967) completely. We showed that the decreasing rate of the seismic moment versus corner frequency equals 1.77. Although using 3 as the rate, the average stress drop in the area was derived to be equal to 57 bar.
Our results indicate that, at low frequency, site amplification versus averaged velocity in the upper 30 meters (Vs30) decreases more slowly rather than high-frequency range.
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Subjects


Ahmadzadeh, S., 2017, Attenuation characteristics, source parameters and site effects from inversion of S waves of the March 31, 2006 Silakhor aftershocks in Western Iran: Annals of Geophysics, 60, supplement to 6, SE668, 2017; doi: 10.4401/ag-7520.
Aki, K., 1967, Scaling law of seismic spectrum: J Geophys Res, 72,1217–1231.
Alavi, M., 1994, The Zagros erogenic belt of Iran: data and interpretations: Techtonophysics, 229,211-238.
Alavi, M., 2007, Structures of the Zagros fold-thrust belt in Iran: Am. J. Sci., 307, 1064–1095.
Anderson, J., Hough, S., 1984, A model for the shape of the Fourier amplitude spectrum of acceleration at high frequencies: Bull Seism Soc Am, 74,1969–1993.
Andrews, D. J., 1986, Objective determination of source parameters and similarity of earthquakes of different size, earthquake source mechanics: American Geophysical Union, Washington, pp 259–67.
Ansari, A., Noorzad, A., Zafarani, H., Vahidifard, H., 2010, Correction of highly noisy strong motion records using modified wavelet de-noising method: Soil Dyn Earthq Eng, 30,1168–181.
Atkinson, G. M., Cassidy, J. F., 2000, Integrated use of seismograph and strong-motion data to determine soil amplification: Response of the Fraser River Delta to the Duvall and Georgia Strait earthquakes: Bull Seism Soc Am, 90,1028–1040.
Ballato, P., Uba, C. E., Landgraf, A., Strecker, M. R., Sudo, M., Stockli, D. F., Friedrich, A., Tabatabaei, S.H., 2011, Arabia-Eurasia continental collision: insights from late Tertiary foreland-basin evolution in the Alborz Mountains, northern Iran: Bulletin, 123(1–2),106–131.
Bayless, J., Abrahamson, N. A., 2019, Summary of the BA18 ground-motion model for Fourier amplitude spectra for crustal earthquakes in California: Bull Seism Soc Am, 109,2088–2105.
Bigi, S., Carminati, E., Aldega, L., Trippetta, F., Kavoosi, M.A., 2018, Zagros fold and thrust belt in the Fars (Iran) I: Control of thickness/rheology of sediments and pre-thrusting tectonics on structural style and shortening: Mar. Pet. Geol., 224, 91-211.
Bindi, D., Kotha, S. R., 2020, Spectral decomposition of the Engineering Strong Motion (ESM) flat file: regional attenuation, source scaling and Arias stress drop: Bulletin of Earthquake Engineering, 18, 2581–2606.
Boatwright, J., Seekins, L. C., Mueller, C. S., 1991, Ground motion amplification in the Marina: Bull Seism Soc Am, 81,1980–1997.
Boore, D. M., Joyner, W. B., 1997, Site amplifications for generic rock sites: Bull Seism Soc Am, 87, 327–341.
Boore, D. M., 1983, Stochastic simulation of high-frequency ground motions based on seismological models of the radiated spectra: Bull Seism Soc Am, 73, 1865–1894.
Boore, D. M., Stephens, C., Joyner, W. B., 2002, Comments on baseline correction of digital strong-motion data: examples from the 1999 Hector Mine, California, earthquake: Bull Seism Soc Am, 92, 1543-1560.
Boore, D. M., 2003, Simulation of ground motion using the stochastic method: Pure Appl Geophys, 160, 635–675.
Brune, J., 1970, Tectonic stress and the spectra of seismic shear waves from earthquakes: J Geophys Res, 75, 4997–5009.
Cadet, H., Bard, P-Y., Rodriguez-Marek, A., 2012, Site effect assessment using KiK-net data: Part 1. A simple correction procedure for surface/downhole spectral ratios: Bull Earthq Eng, 10(2), 421–448.
Castro, R. R., Anderson, JG., Singh, SK., 1990, Site response, attenuation, and source spectra of S waves along the Guerrero, Mexico subduction zone: Bull Seism Soc Am, 80,1481–1503.
Castro, R. R., Rovelli, A., Cocco, M., Di Bona, M., Pacor, F., 2001, Stochastic simulation of strong-motion records from the 26 September 1997 (Mw 6), Umbria-Marche (Central Italy) earthquake: Bull Seismol Soc Am, 91, 27–39.
Di Alessandro, C., Bonilla, L. F., Boore, D. M., Rovelli, A., Scotti, O., 2012, Predominant-period site classification for response spectra
 
      prediction equations in Italy: Bull Seismol Soc Am, 102, 680–695.
Davatgari Fami Tafreshi, M., Bora, S. S., Mirzaei, N., Ghofrani, H., Kzamian, J., 2021, Spectral models for seismological source parameters, path attenuation and site-effects in Alborz region of northern Iran: Geophys J Int, 227, 350–367.
Frankel, A., Mueller, C., Barnhard, T., Perkins, D., Leyendecker, E., Dickman, N., Hanson, S., Hopper, M., 1996, National seismic hazard maps: Documentation June 1996. U.S. Geol. Surv. Open-File Rept, 96, 532, 69 pp.
Gallipoli, M. R., Mucciarelli, M., 2009, Comparison of site classification from VS30, VS10, and HVSR in Italy: Bulletin of the Seismological Society of America, 99(1), 340-351.
Hanks, T. C., Kanamori, H., 1979, A moment-magnitude scale: J Geophys Res, 84 no. B5, 2348–2350.
Hanks, T. C., McGuire, R. K., 1981, The character of high-frequency strong ground motion: Bull Seismol Soc Am, 71, 2071–2095.
Hanks, T. C., 1982, fmax: Bull Seism Soc Am, 72 no 6A 1867–1879.
Hartzell, S., 1992, Site response estimation from earthquake data: Bull Seism Soc Am, 82, 2308–27.
Hassani, B., Zafarani, H., Farjoodi, J., Ansari, A., 2011, Estimation of site amplification, attenuation and source spectra of S-waves in the East-Central Iran: Soil Dynamics and Earthquake Engineering, 31, 1397–1413.
Husid, P., 1967, Gravity effects on the earthquake response of yielding structures: Report of Earthquake Engineering Research Laboratory, California Institute of Technology, Pasadena, California.
Karasözen, E., Nissen, E., Bergman, E.A., Ghods, A., 2019, Seismotectonics of the Zagros (Iran) from orogen-wide, calibrated earthquake relocations: J. Geophys. Res. Solid. Earth, 124(8), 9109–9129.
Kinoshita, S., 1994, Frequency-dependent attenuation of shear waves in the crust of the southern Kanto area, Japan: Bull Seism Soc Am, 84, 1378-1396.
Lermo, J., Chavez-Garcia, F., 1993, Site effect evaluation using spectral ratios with only one station: Bull Seism Soc Am, 83, 1574–94.
Mirzaei Alavijeh, H., Farzanegan, E., 1998, Specifications of the Iranian Accelerograph Network Stations Building and Housing Research Center, Publication No. B-280.
Mirzaei Alavijeh, H., Sinaiean, F., Farzanegan, E., Sadeghi Alavijeh, M. E., 2007, Iran Strong Motion Network (ISMN) prospects and achievements. In: Proceedings of the fifth international conference on seismology and earthquake engineering, Tehran.
Mouthereau, F., 2011, Timing of uplift in the Zagros belt/Iranian plateau and accommodation of late Cenozoic Arabia-Eurasia convergence: Geol. Mag., 148(5–6), 726–738.
Najafi, M., Vergés, J., Etemad-Saeed, N., Karimnejad, H.R., 2018, Folding, thrusting and diapirism: competing mechanisms for shaping the structure of the north Dezful Embayment, Zagros, Iran: Basin Res, 30(6), 1200–1229.
Sadeghi-Bagherabadi, A., Sobouti, F., Pachhai, S., Aoudia, A., 2020, Estimation of Geometrical Spreading, Quality Factor and Kappa in the Zagros Region: Soil Dynam Earthq Eng, 133, 106-110.
Salazar, W., Sardina, V., Cortina, J. D., 2007, A hybrid inversion technique for the evaluation of source, path, and site effects employing S-wave spectra for subduction and upper-crustal earthquakes in El Salvador: Bull Seism Soc Am, 97, 208–221.
Sarkarinejad, K., Goftari, F., 2019, Thick-skinned and thin-skinned tectonics of the Zagros orogen, Iran: constraints from structural, microstructural and kinematics analyses: J. Asian Earth Sci., 273, 170-249.
Sembroni, A., Reitano, R., Faccenna, C. and Callieri, P., 2024, The geologic configuration of the Zagros Fold and Thrust Belt: an overview: Mediterranean Geoscience Reviews, 6, 61-86.
Zafarani, H., Soghrat, M. R., 2012, Simulation of ground motion in the Zagros, Iran using the specific barrier model and stochastic method: Bull Seism Soc Am, 102, 2031–2045.
Zafarani, H., Hassani, B., 2013, Site response and source spectra of S waves in the Zagros region, Iran: J Seismol 17, 646–666.
Zafarani, H., Soghrat, MR., 2017, Single-Station Sigma for the Iranian Strong Motion Stations: Pure Appl. Geophys., 174, 4077–4099.