Physically Based and Empirical Ground Motion Prediction Equations for Multiple Intensity Measures (PGA, PGV, I a , FIV3, CII, and Maximum Fourier Acceleration Spectra) on Sakhalin Island

In the present study, empirical attenuation relations for multiple ground motion intensity measures (PGA, PGV, I a , FIV3, CII, and MFAS) were developed for Sakhalin Island (in the far east of Russia). A recorded strong motion dataset was used, making GMPEs applicable in active crustal regions with...

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Published in:Geosciences
Main Authors: Alexey Konovalov, Ilia Orlin, Andrey Stepnov, Yulia Stepnova
Format: Article in Journal/Newspaper
Language:English
Published: MDPI AG 2023
Subjects:
Online Access:https://doi.org/10.3390/geosciences13070201
https://doaj.org/article/c2c0fff826b64cf58fa1f68a7bc949b3
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spelling ftdoajarticles:oai:doaj.org/article:c2c0fff826b64cf58fa1f68a7bc949b3 2023-08-20T04:09:30+02:00 Physically Based and Empirical Ground Motion Prediction Equations for Multiple Intensity Measures (PGA, PGV, I a , FIV3, CII, and Maximum Fourier Acceleration Spectra) on Sakhalin Island Alexey Konovalov Ilia Orlin Andrey Stepnov Yulia Stepnova 2023-06-01T00:00:00Z https://doi.org/10.3390/geosciences13070201 https://doaj.org/article/c2c0fff826b64cf58fa1f68a7bc949b3 EN eng MDPI AG https://www.mdpi.com/2076-3263/13/7/201 https://doaj.org/toc/2076-3263 doi:10.3390/geosciences13070201 2076-3263 https://doaj.org/article/c2c0fff826b64cf58fa1f68a7bc949b3 Geosciences, Vol 13, Iss 201, p 201 (2023) GMPE Fourier acceleration spectra asperity Arias intensity active crust stress drop Geology QE1-996.5 article 2023 ftdoajarticles https://doi.org/10.3390/geosciences13070201 2023-07-30T00:35:41Z In the present study, empirical attenuation relations for multiple ground motion intensity measures (PGA, PGV, I a , FIV3, CII, and MFAS) were developed for Sakhalin Island (in the far east of Russia). A recorded strong motion dataset was used, making GMPEs applicable in active crustal regions with an earthquake magnitude range of 4–6 and a distance range of up to 150 km. The hypocentral distance was used as a basic distance metric. For the first time in the research, an analytical representation of Arias intensity ( I a ) was obtained in the framework of a multi-asperity source model. Asperities are considered as sub-sources of high-frequency incoherent radiation. The physical representation of the attenuation model in our study was based on a stress drop on the asperities and the ratio of the total rupture area to the combined area of asperities. The average stress drop on asperities for the examined earthquakes was approximately 13.4 MPa, and the ratio of the total rupture area to the asperity area was 0.22, which is generally close to similar estimates for crustal earthquakes. The coefficients and statistical scattering of the attenuation models were also analyzed. Moreover, a magnitude scale based on a modified Arias intensity is proposed in the present study. The new magnitude scale has an explicit physical meaning and is characterized by its simplicity of measurement. It is associated with the acceleration source spectrum level and can be successfully used in early warning systems. Article in Journal/Newspaper Sakhalin Directory of Open Access Journals: DOAJ Articles Geosciences 13 7 201
institution Open Polar
collection Directory of Open Access Journals: DOAJ Articles
op_collection_id ftdoajarticles
language English
topic GMPE
Fourier acceleration spectra
asperity
Arias intensity
active crust
stress drop
Geology
QE1-996.5
spellingShingle GMPE
Fourier acceleration spectra
asperity
Arias intensity
active crust
stress drop
Geology
QE1-996.5
Alexey Konovalov
Ilia Orlin
Andrey Stepnov
Yulia Stepnova
Physically Based and Empirical Ground Motion Prediction Equations for Multiple Intensity Measures (PGA, PGV, I a , FIV3, CII, and Maximum Fourier Acceleration Spectra) on Sakhalin Island
topic_facet GMPE
Fourier acceleration spectra
asperity
Arias intensity
active crust
stress drop
Geology
QE1-996.5
description In the present study, empirical attenuation relations for multiple ground motion intensity measures (PGA, PGV, I a , FIV3, CII, and MFAS) were developed for Sakhalin Island (in the far east of Russia). A recorded strong motion dataset was used, making GMPEs applicable in active crustal regions with an earthquake magnitude range of 4–6 and a distance range of up to 150 km. The hypocentral distance was used as a basic distance metric. For the first time in the research, an analytical representation of Arias intensity ( I a ) was obtained in the framework of a multi-asperity source model. Asperities are considered as sub-sources of high-frequency incoherent radiation. The physical representation of the attenuation model in our study was based on a stress drop on the asperities and the ratio of the total rupture area to the combined area of asperities. The average stress drop on asperities for the examined earthquakes was approximately 13.4 MPa, and the ratio of the total rupture area to the asperity area was 0.22, which is generally close to similar estimates for crustal earthquakes. The coefficients and statistical scattering of the attenuation models were also analyzed. Moreover, a magnitude scale based on a modified Arias intensity is proposed in the present study. The new magnitude scale has an explicit physical meaning and is characterized by its simplicity of measurement. It is associated with the acceleration source spectrum level and can be successfully used in early warning systems.
format Article in Journal/Newspaper
author Alexey Konovalov
Ilia Orlin
Andrey Stepnov
Yulia Stepnova
author_facet Alexey Konovalov
Ilia Orlin
Andrey Stepnov
Yulia Stepnova
author_sort Alexey Konovalov
title Physically Based and Empirical Ground Motion Prediction Equations for Multiple Intensity Measures (PGA, PGV, I a , FIV3, CII, and Maximum Fourier Acceleration Spectra) on Sakhalin Island
title_short Physically Based and Empirical Ground Motion Prediction Equations for Multiple Intensity Measures (PGA, PGV, I a , FIV3, CII, and Maximum Fourier Acceleration Spectra) on Sakhalin Island
title_full Physically Based and Empirical Ground Motion Prediction Equations for Multiple Intensity Measures (PGA, PGV, I a , FIV3, CII, and Maximum Fourier Acceleration Spectra) on Sakhalin Island
title_fullStr Physically Based and Empirical Ground Motion Prediction Equations for Multiple Intensity Measures (PGA, PGV, I a , FIV3, CII, and Maximum Fourier Acceleration Spectra) on Sakhalin Island
title_full_unstemmed Physically Based and Empirical Ground Motion Prediction Equations for Multiple Intensity Measures (PGA, PGV, I a , FIV3, CII, and Maximum Fourier Acceleration Spectra) on Sakhalin Island
title_sort physically based and empirical ground motion prediction equations for multiple intensity measures (pga, pgv, i a , fiv3, cii, and maximum fourier acceleration spectra) on sakhalin island
publisher MDPI AG
publishDate 2023
url https://doi.org/10.3390/geosciences13070201
https://doaj.org/article/c2c0fff826b64cf58fa1f68a7bc949b3
genre Sakhalin
genre_facet Sakhalin
op_source Geosciences, Vol 13, Iss 201, p 201 (2023)
op_relation https://www.mdpi.com/2076-3263/13/7/201
https://doaj.org/toc/2076-3263
doi:10.3390/geosciences13070201
2076-3263
https://doaj.org/article/c2c0fff826b64cf58fa1f68a7bc949b3
op_doi https://doi.org/10.3390/geosciences13070201
container_title Geosciences
container_volume 13
container_issue 7
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