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In 2-D acquisition the geometry of the layout is almost always chosen to be
either split-spread (land) or end-on with the shot pulling the cable (marine),
so there isn't much flexibility in that respect. Illumination requirements
essentially control the maximum offset of interest, which will change along
the line profile as the target depths, dips and velocities change. The fold
requirements may also change along the line profile but this situation is
less common. The other parameter that may change is the receiver group
interval but we have a strong limitation in the choice of this parameter
because the seismic cables usually have take outs only at predetermined
distances.
The proposed strategy for a more flexible acquisition is the following:
- 1.
- Construct a subsurface model of the survey area as accurately as possible
in terms of the geometries of the target reflections and interval velocities.
- 2.
- Do non-zero-offset exploding reflector modeling using this model. This
means to consider ``all'' points along each of the target reflections as a
Huygen's source and to track rays up to the surface at given uniform reflection
aperture-angle increments. This would guarantee perfect illumination if in fact
the given rays can be generated during the acquisition. For each pair of rays
(with the same aperture angle on opposite sides of the normal to the
reflector) record their emergence positions at the surface.
- 3.
- Clearly, the optimum source and receiver positions for each target will
be different from those of the other targets. Reconciling these optimum
illumination source and receiver positions can be posed as a non-linear
inversion procedure. Inputs will be the source and receiver positions required
to illuminate each target and output will be the source and receiver positions
that minimize the sum of the deviations from the requirements for each target.
For this process to be useful, several constraints must be imposed. For land
acquisition the most important ones will be:
- (a)
- The receivers must be equally spaced at a distance consistent with
the cable take-outs of the seismic cables.
- (b)
- The number of shots should be kept to a minimum.
- (c)
- in 2-D, source and receivers should be kept along the profile line.
More subtle, and perhaps more difficult constraints to honor, will be those related
to spatial sampling considerations for prestack migration. Since the emphasis
of the acquisition design will be placed on maintaining regularity of subsurface
illumination, surface parameters such as offset and
fold will not be uniform. Adequate sampling of offsets and azimuths, however,
is a stringent requirement that must be honored by the inversion procedure.
It is also important to note that the optimum geometry may not provide uniform
illumination, but will likely provide better illumination than the standard
approach.
- 4.
- Finally, the optimum source and receiver positions will be output in
a suitable format such as Shell's SPS geometry format. These geometry files can
be readily input to the acquisition instrument.
Next: A simple 2-D model
Up: Prucha and Biondi: STANFORD
Previous: Theory Overview
Stanford Exploration Project
6/7/2002