Laplace–Fourier-Domain Waveform Inversion for Fluid–Solid Media
Full waveform inversion algorithms are widely used in the construction of subsurface velocity models. In the following study, we propose a Laplace–Fourier-domain waveform inversion algorithm that uses both Laplace-domain and Fourier-domain wavefields to achieve the reconstruction of subsurface veloc...
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| Vydáno v: | Pure and applied geophysics Ročník 169; číslo 12; s. 2165 - 2179 |
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| Médium: | Journal Article |
| Jazyk: | angličtina |
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Basel
SP Birkhäuser Verlag Basel
01.12.2012
Springer Springer Nature B.V |
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| ISSN: | 0033-4553, 1420-9136 |
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| Abstract | Full waveform inversion algorithms are widely used in the construction of subsurface velocity models. In the following study, we propose a Laplace–Fourier-domain waveform inversion algorithm that uses both Laplace-domain and Fourier-domain wavefields to achieve the reconstruction of subsurface velocity models. Although research on the Laplace–Fourier-domain waveform inversion has been published recently that study is limited to fluid media. Because the geophysical targets of marine seismic exploration are usually located within solid media, waveform inversion that is approximated to acoustic media is limited to the treatment of properly identified submarine geophysical features. In this study, we propose a full waveform inversion algorithm for isotropic fluid–solid media with irregular submarine topography comparable to a real marine environment. From the fluid–solid system, we obtained P and S wave velocity models from the pressure data alone. We also suggested strategies for choosing complex frequency bands constructed of frequencies and Laplace coefficients to improve the resolution of the restored velocity structures. For verification, we applied our Laplace–Fourier-domain waveform inversion for fluid–solid media to synthetic data that were reconstructed for fluid–solid media. Through this inversion test, we successfully restored reasonable velocity structures. Furthermore, we successfully extended our algorithm to a field data set. |
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| AbstractList | Full waveform inversion algorithms are widely used in the construction of subsurface velocity models. In the following study, we propose a Laplace–Fourier-domain waveform inversion algorithm that uses both Laplace-domain and Fourier-domain wavefields to achieve the reconstruction of subsurface velocity models. Although research on the Laplace–Fourier-domain waveform inversion has been published recently that study is limited to fluid media. Because the geophysical targets of marine seismic exploration are usually located within solid media, waveform inversion that is approximated to acoustic media is limited to the treatment of properly identified submarine geophysical features. In this study, we propose a full waveform inversion algorithm for isotropic fluid–solid media with irregular submarine topography comparable to a real marine environment. From the fluid–solid system, we obtained P and S wave velocity models from the pressure data alone. We also suggested strategies for choosing complex frequency bands constructed of frequencies and Laplace coefficients to improve the resolution of the restored velocity structures. For verification, we applied our Laplace–Fourier-domain waveform inversion for fluid–solid media to synthetic data that were reconstructed for fluid–solid media. Through this inversion test, we successfully restored reasonable velocity structures. Furthermore, we successfully extended our algorithm to a field data set. Full waveform inversion algorithms are widely used in the construction of subsurface velocity models. In the following study, we propose a Laplace-Fourier-domain waveform inversion algorithm that uses both Laplace-domain and Fourier-domain wavefields to achieve the reconstruction of subsurface velocity models. Although research on the Laplace-Fourier-domain waveform inversion has been published recently that study is limited to fluid media. Because the geophysical targets of marine seismic exploration are usually located within solid media, waveform inversion that is approximated to acoustic media is limited to the treatment of properly identified submarine geophysical features. In this study, we propose a full waveform inversion algorithm for isotropic fluid-solid media with irregular submarine topography comparable to a real marine environment. From the fluid-solid system, we obtained P and S wave velocity models from the pressure data alone. We also suggested strategies for choosing complex frequency bands constructed of frequencies and Laplace coefficients to improve the resolution of the restored velocity structures. For verification, we applied our Laplace-Fourier-Domain Waveform Inversion for Fluid-Solid Media to synthetic data that were reconstructed for fluid-solid media. Through this inversion test, we successfully restored reasonable velocity structures. Furthermore, we successfully extended our algorithm to a field data set.[PUBLICATION ABSTRACT] |
| Author | Bae, Ho Seuk Shin, Changsoo Kang, Seung-Goo |
| Author_xml | – sequence: 1 givenname: Seung-Goo surname: Kang fullname: Kang, Seung-Goo organization: Department of Energy Systems Engineering, Seoul National University – sequence: 2 givenname: Ho Seuk surname: Bae fullname: Bae, Ho Seuk email: belfre@hanmail.net organization: Agency for Defense Development – sequence: 3 givenname: Changsoo surname: Shin fullname: Shin, Changsoo organization: Department of Energy Systems Engineering, Seoul National University |
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| CitedBy_id | crossref_primary_10_1071_EG17007 crossref_primary_10_1190_geo2016_0349_1 crossref_primary_10_1088_1742_2132_10_3_035004 crossref_primary_10_1080_12269328_2018_1543032 crossref_primary_10_1071_EG16158 crossref_primary_10_1007_s00024_016_1398_5 |
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| Keywords | Laplace–Fourier-domain complex frequency band waveform inversion fluid–solid media algorithms models inverse problem exploration velocity structure fluid-solid media topography S-waves pressure velocity subsurface frequency marine environment Laplace―Fourier-domain strategy waveforms |
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| Snippet | Full waveform inversion algorithms are widely used in the construction of subsurface velocity models. In the following study, we propose a... |
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| SubjectTerms | Algorithms Applied geophysics Construction Earth and Environmental Science Earth Sciences Earth, ocean, space Exact sciences and technology Fourier analysis Geophysics Geophysics/Geodesy Internal geophysics Inversions Marine environment Marine geology Media Seismic exploration Seismic phenomena Submarines Wave velocity Waveform analysis Waveforms |
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| Title | Laplace–Fourier-Domain Waveform Inversion for Fluid–Solid Media |
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| Volume | 169 |
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