Page 449 - Acquisition and Processing of Marine Seismic Data
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440                                 9. VELOCITY ANALYSIS

           the group interval of this dataset was 6.25 m, the  Thus, the normal moveout times of the
           subsurface was actually sampled at every     reflectionsdecreaseasthe depthofthereflec-
           3.125 m, which means that there are traces in the  tion increases. Velocity estimation using sem-
           datawith3.125 moffsetincrement.Whatistherea-  blance analysis depends on the curvature of
           son for 50-m offset increment in the CDPs, and  the hyperbolas, and since the curvature
           whereare themissing offsetsinaspecifiedCDP?  decreases with depth, the resolution in velocity
           In fact, they are located within the adjacent CDPs.  estimation is significantly reduced in the dee-
           For instance, the trace with offset 106.25 m is in  per parts of a semblance plot. The example in
           CDP 47, 100-m offset is in CDP 48 etc. (Fig. 9.13).  Fig. 9.14 showsthisdegradation.The upper
              Based on the theory of the supergather forma-  and lower limits from which a velocity value
           tion, the traces of different offsets in the neighbor-  can be picked from the semblance enclosures
           ing CDPs are combined to form a multioffset  are indicated with white dotted curves. For
           CDP gather, which includes as many offsets as  instance, the velocity of an arbitrary reflection
           possible. Therefore, the number of traces in a  from the shallow parts, e.g., the hyperbola indi-
           supergather is much higher than the optimum  cated by I in the supergather in Fig. 9.14,can be
           fold of the line. For the example supergather in  precisely picked from point A in the semblance
           Fig. 9.13B, it is formed by combining five adjacent  plot as V A ¼ 1472 m/s, since the enclosures in
           CDP gathers of Fig. 9.13A, and according to the  the region are relatively tight which prevents
           offsets of this supergather (close-up number VI  picking an incorrectly high or low velocity
           with red borderline), four additional traces with  value for this reflection. On the other hand,
           different offsets are inserted among the succes-  for deeper parts of the semblance, the enclo-
           sive traces from the input CDP gathers. For  sures become much wider along the velocity
           instance, there are no traces between offsets  (horizontal) axis, which prevents picking the
           50 and 100 m in close-up IV in Fig. 9.13;however,  precise velocity values for the reflections. For
           in close-up VI of the supergather, the traces with  instance, the velocity of a deep reflection, such
           offsets 56.25, 62.5, 68.75, and 93.75 m are incorpo-  as the one indicated by II in the supergather in
           rated between the traces with 50- and 100-m off-  Fig. 9.14, can be picked either from points B, C,
           sets as the contributions of neighboring CDPs.  or D in the semblance plot as V B ¼ 1843,
                                                        V C ¼ 1914, and V D ¼ 1984 m/s, respectively,
           9.3.2 Effect of Reflection Depth             since the enclosures in this area are relatively
                                                        wide. This situation indicates that any velocity
              As the depth of a reflection from the seafloor
                                                        value between 1843 and 1984 m/s can be used
           increases, the resolution in the velocity of that
                                                        to flatten this hyperbola during NMO correc-
           reflection obtained from the semblance plots is
                                                        tion, and therefore the stack section will be fine
           significantly reduced. Basically, there are two
                                                        even if we cannot determine the velocity of this
           reasons for this:
                                                        reflection precisely, because the reflection
           • The curvature of reflection hyperbolas     will be flattened for any velocity value in this
              (namely, the normal moveout) decreases as  range. Anyway, we cannot know the exact
              the velocity of the medium increases, and the  velocity value of this deep reflection, which
              velocity generally increases with depth   denotes that we lose the resolution in velocity
              (Fig. 9.10).                              determination as the depth of the reflections
           • The curvature of reflection hyperbolas also  increases, and the velocities can be estimated
              decreases as the depth (namely, zero offset  much more precisely in the shallow parts of
              time) of the reflection increases (Fig. 9.5).  the seismic data.
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