Petroleum Science >2026, Issue6: 3270-3281 DOI: https://doi.org/10.1016/j.petsci.2026.01.036
Efficient P/S and up/down wavefield decomposition in vertical transversely isotropic media and its application in elastic reverse time migration Open Access
文章信息
作者:Wei Wu, Le-Le Zhang, Yang Zhao, Yang Liu, Xiao-Feng Wu, Hao-Huan Fu
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引用方式:Wu, W., Zhang, L.L., Zhao, Y., et al., 2026. Efficient P/S and up/down wavefield decomposition in vertical transversely isotropic media and its application in elastic reverse time migration. Petrol. Sci. 23 (6), 3270–3281. https://doi.org/10.1016/j.petsci.2026.01.036.
文章摘要
Common artifacts existing in anisotropic elastic reverse time migration (ERTM) image are mainly cross-talk artifacts, false images and low-frequency noise. To address these problems, we propose a new elastic wave decomposition approach in vertical transversely isotropic (VTI) media, which decompose original elastic wavefield into up-/down-going P-wave and S-wave components for ameliorating imaging artifacts in ERTM. We first apply a space-domain VTI P/S wave-mode decomposition operator, reducing the cross-talk artifacts of ERTM image. Then, we derive the dispersion relation formulation of P-wave and S-wave which are used to construct Hilbert transformed operators in VTI media. For adapting to complex model, the first-order Taylor expansion around anisotropic parameter is applied to these derived P/S wave Hilbert transformed operators. We therefore present an up/down wavefield separation operator for VTI media that requires solving the wave equation only once, computing both the original wavefield and its Hilbert transform. This up/down going separated operator can be used to suppress false images and low-frequency noise of ERTM images. Finally we embed proposed up/down going wave separation into P/S wave-mode decomposition and develop a new elastic wave decomposing approach, which can efficiently improve the image quality in VTI ERTM. Simple and complex synthetic models demonstrate the effectiveness of our method.
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P/S wavefield decomposition; Up/down going wave separation; Elastic reverse time migration; Anisotropy How to cite: