期刊
GEOPHYSICS
卷 86, 期 5, 页码 R701-R710出版社
SOC EXPLORATION GEOPHYSICISTS
DOI: 10.1190/GEO2020-0706.1
关键词
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资金
- National Key Research Development Program of China [2018YFA0702504]
- Key Development Foundation of China Railway Design Corporation [2021A241006]
- KAUST
- China Scholarship Council
Traditional reflection waveform inversion methods often involve smearing of data during migration, but the new GIMI-RWI approach avoids this by directly updating the primary reflection kernel. This improves the accuracy and smoothness of tomographic velocity updates, demonstrating reliable performance in the synthetic example from the Sigsbee2A model.
Full-waveform inversion (FWI) has the potential to provide a high-resolution detailed model of the earth's subsurface, but it often fails to do so if the starting model differs significantly from the true one. Reflection waveform inversion (RWI) is a popular method for building a sufficiently accurate initial model for FWI. In traditional RWI, the low-wavenumber updates are always computed and captured by smearing the data misfit along the reflection path with the help of migration/demigration. However, the success of RWI relies heavily on accurately reproducing the data in demigration. Thus, we have introduced a new generalized internal multiple imaging-based RWI (GIMI-RWI) implementation. in which we avoid the Born modeling and update the primary reflection kernel directly. In GLMI-RWI, we store one reflection kernel for each source-receiver pair, preserving the unique wave-path for every single source-receiver trace. Subsequently, the convolution between the data residuals and the corresponding reflection kernel can build the tomographic velocity updates. In this situation, the long-wavelength tomographic updates are free of migration footprints and will contribute a smoother background velocity to reduce the cycle-skipping risk and stabilize the followed FWI process. In addition. the GIMI-RWI method is source independent because it entirely relies on the data. Using a synthetic example extracted from the Sigsbee2A model, we find the reliable performance of the GIMI-RWI technique.
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