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The result of the estimation process is a velocity model with
a velocity anomaly located around the midpoint location at 5.5 kilometers
and centered at a depth of 1.6 kilometers.
Figure shows the resulting velocity
model as the sum of two components: one background velocity
profile, which is a function of depth but is constant in the lateral direction,
and one anomalous model,
which is a function of both depth and the lateral position.
The anomalous model is shown with a contour plot
superimposed to the result of migrating the stacked section using
the background velocity.
The contour interval is -40 m/s, and
the maximum amplitude of the anomaly is 200 m/s.
Migrating the stacked section using the background velocity as
a velocity function
did not correct the pull-down
in the structure, although it
approximately focused the data.
Figure shows that
the estimated velocity anomaly is correctly positioned
above the sag.
Figure shows the result of migrating the stacked section
using as a velocity function the estimated velocity model;
that is, the background
plus the anomalous velocity model.
The inclusion of the anomaly has caused a considerable change in
the positioning of the reflectors, as it can be noticed by comparing
Figure with Figure .
The two migration results are better compared by a look at the windows
of the data that have been directly affected by the anomaly,
as shown in Figure .
The estimated
velocity field corrects the mispositioning of the top of the anticline,
both laterally and in depth.
Furthermore,
the migration with the background velocity did
not perfectly focus the
deeper reflectors; this misfocusing caused
a decrease in the amplitudes of the migrated reflectors underneath the anomaly.
This focusing effect is corrected in the migration that
used the estimated velocity model as a velocity function.
Next: Using beam-stacked data to
Up: Biondi: Velocity from beam
Previous: DESCRIPTION OF THE VELOCITY
Stanford Exploration Project
1/13/1998