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There is no such problem in the dispersion-relation domain, since
triplications are impossible there.
Figure
shows how the three approximations shown
in Figure
work in the dispersion-relation domain.
Just like elliptical anisotropy,
Muir's four-parameter approximation is calculated
in the dispersion-relation domain
by simply using slownesses instead of velocities
in the same approximation formula.
Note in Figure
that the
double-elliptic approximation in the dispersion-relation domain
is nearly exact for this example.
Next: but are they consistent?
Up: THE DOUBLE ELLIPTIC APPROXIMATION...
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Stanford Exploration Project
12/18/1997