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() compares various imaging methods for shot-profile migration. He shows that the deconvolution imaging condition
| |
(92) |
is stable. The same imaging condition was used by () in split-step migration.
Since we are only interested in the zero-time lag,
the reflection strength can be computed as
| |
(93) |
where is the Nyquist frequency.
An advantage of working in the Fourier domain is that the problem does not need to be stated as an inversion problem.
Next: Deconvolution in the Fourier
Up: R. Clapp: STANFORD EXPLORATION
Previous: Deconvolution in the time
Stanford Exploration Project
11/11/2002