2009Chinese Journal of GeophysicsRequires access

Common-offset plane-wave prestack time migration and demigration

Lu Guan, Tang Ya

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Abstract

Based on the common offset prestack time migration in f-k domain given by Dubrulle, we deduce a pair of common-offset plane-wave prestack time migration operator and its reverse operator.The common-offset plane-wave prestack time migration is carried out with a-variable migration aperture in order to give a better imaging result.Further,the pair of the crossconjugate operators is eascated to implement the seismic data regularization process.It is mentioned that the least square seismic data regularization approach will greatly improve the numerical results.Numerical examples of the v(z) model and Marmousi model demonstrate that the approach is correct and effective.

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What this paper is about

Based on the common offset prestack time migration in f-k domain given by Dubrulle, we deduce a pair of common-offset plane-wave prestack time migration operator and its reverse operator.The common-offset plane-wave prestack time migration is carried out with a-variable migration aperture in order to give a better imaging result.Further,the pair of the crossconjugate operators is eascated to implement the seismic data regularization process.It is mentioned that the least square seismic data regularization approach will greatly improve the numerical results.Numerical examples of the v(z) model and Marmousi model demonstrate that the approach is correct and effective.

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Available abstract

Based on the common offset prestack time migration in f-k domain given by Dubrulle, we deduce a pair of common-offset plane-wave prestack time migration operator and its reverse operator.The common-offset plane-wave prestack time migration is carried out with a-variable migration aperture in order to give a better imaging result.Further,the pair of the crossconjugate operators is eascated to implement the seismic data regularization process.It is mentioned that the least square seismic data regularization approach will greatly improve the numerical results.Numerical examples of the v(z) model and Marmousi model demonstrate that the approach is correct and effective.

Key concepts: Prestack, Offset (computer science), Seismic migration, Regularization (linguistics), Plane wave, Operator (biology), Algorithm, Geology

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