In plane wave synthesis imaging, the deconvolution of
the downgoing wave field from the upcoming wave field
is performed in the same domain as profile imaging is (Figure
).
As explained in an earlier section,
the deconvolution in the space domain implies
diagonality of reflectivity matrix and the diagonal property
is valid only if the source wave acts like a plane wave locally.
This is the case of plane wave synthesis imaging
because it synthesizes a plane wave source along the reflector
before migration.
Therefore, in plane wave synthesis migration, we retrieve the angle-dependent reflectivity by using a conventional imaging condition.
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