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The wave-equation evidence for plumes in the previous section relied
upon the Kirchhoff
migration technique, which is very closely related to our geometrical
constructions. It is of interest to see whether the plume shape appears
when other types of time migration are used.
Thus we present Stolt and Gazdag phase-shift migration images of the
point diffractor in Figure 8 and Figure 9 respectively.
Both the Stolt and Gazdag results were obtained using a constant
RMS well velocity having
the same value as in Figure 7.
Notice that in both cases we obtain plume shapes that are in
good agreement with our geometrical
constructions and with the Kirchhoff result of Figure 7.
stolth
Figure 8 Stolt migration with the common-tangent construction overlaid.
gazdag
Figure 9 Gazdag phase-shift migration with the common-tangent construction overlaid.
Next: COMPARISON TO FIRST-ORDER THEORY
Up: KIRCHHOFF MODELING AND MIGRATION
Previous: KIRCHHOFF MODELING AND MIGRATION
Stanford Exploration Project
11/17/1997