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A wave-extrapolation equation is an expression for the derivative
of a wavefield (usually in the depth z direction).
When the wavefield and its derivative are known, extrapolation can proceed
by various numerical representations of
| ![\begin{displaymath}
P (z \,+\, \Delta z ) \eq
P(z) \ + \
\Delta z \ {dP \over dz }\end{displaymath}](img141.gif) |
(53) |
Extrapolation is moving information from z to
and what we need to do it is
a way to find dP/dz.
Two theoretical methods for finding dP/dz are the original
transformation
method and the newer
dispersion-relation
method.
Next: Another way to the
Up: Finite-difference migration
Previous: Migration in (omega,x)-space
Stanford Exploration Project
12/26/2000