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We know about two operators that map a point in -space
onto a hyperbola in (t,x)-space. These operators are and
.
If we sum along parabolas (operator ) passing through one point in -space,
we obtain a hyperbola in (t,x)-space.
A hyperbola is also obtained when a point in -space
is spread
onto a hyperbola in (t,x)-space (operator ).
Therefore, to obtain a velocity analysis panel , we solve
| |
(6) |
or
| |
(7) |
Next: Solving the equation
Up: Jedlicka: Velocity analysis by
Previous: DEFINITION OF OPERATORS
Stanford Exploration Project
1/13/1998