Page 180 - Carbonate Sedimentology and Sequence Stratigraphy
P. 180

APPENDIX C


           Principles of reflection seismology







             Reflection seismology has become one of the most impor-
           tant disciplines for sedimentologists. It is a highly sophis-  incident wave            reflected wave
           ticated technique whose data may be superior to the data
           from the best outcrops in certain respects. In addition, the
           seismic tool has “seen” much more of the Earth’s sediment
           mass than the eyes of field geologists and core loggers to-
           gether. Sequence stratigraphy, in particular, relies heavily
           on seismic data. There is one catch, however: unlike pho-
           tographs, the evidence in seismic data is not immediately         1
           obvious. The data result from very delicate measurements
           and subsequent processing and some basic understanding            2
           of the seismic reflection process is essential for geologists
           dealing with seismic data. This is the reason for the brief               refracted wave
           summary of principles and peculiarities of reflection seis-
           mics given below. (See Sheriff and Geldart, 1995, for in-
           depth treatment of the subject).


                   ORIGIN OF SEISMIC REFLECTIONS

             The basis of reflection seismology are man-made elastic  Fig. C.1.— Seismic waves, indicated as wave fronts, at the litho-
           waves that travel in the subsurface and get reflected or re-  logic boundary of layer 1 and layer 2 (shaded). Downgoing wave
           fracted at material boundaries. The relevant rock proper-  is split into a refracted part that continues downward, and a re-
           ties governing the behavior of these waves are rock den-  flected part that travels back to the surface. Partitioning of energy
           sity, ρ, and sonic velocity, V, that represents the speed at  between reflected and refracted waves depends on the difference
           which seismic waves travel in the rock. Reflection seismol-  of acoustic impedance between the two layers and is calculated
           ogy is particularly well suited to image sedimentary rocks  by the reflection coefficient, RC. Big impedance differences at the
                                                                  boundary result in a large fraction of reflected energy – the layer is
           because almost without exception, ρ and V change very
                                                                  a good “mirror”. If the impedance difference is zero, the boundary
           gradually parallel to bedding but abruptly perpendicular to
           bedding, i.e. at bedding planes. Consequently, the bedding  is seismically invisible.
           patterns are particularly well imaged by the seismic tech-
           nique. Fig. C.1 shows the behavior of seismic waves at a
           material boundary, such as a bedding plane. The incident  The products ρV represent the acoustic impedance of the
           wave is split into a reflected part that travels upward and  layers 1 and 2 respectively. Seismic surveys usually proceed
           a refracted part that continues to propagate downward al-  by making “bangs” at the surface and listening to the echo
           beit in a slightly different direction. Part of the refracted with geophones. The process is repeated at equally spaced
           wave may be reflected at a deeper material boundary. In  locations along surface profiles and produces a seismic cross
           this way, many superimposed layers can be “seen” by the  section of the subsurface. Such seismic sections resemble
           seismic tool. For seismic waves, bedded sedimentary rocks  geologic cross sections in many ways but two peculiarities
           are like many layers of tinted glass - they reflect enough en-  set them apart.
           ergy to be visible from above but they also let sufficient en-  1) Reflections recorded at a shot point are assumed to have
           ergy pass to illuminate deeper layers. The amplitude of the  originated vertically below this shot point and are plotted
           reflected wave, a measure of the “reflectivity” of the bound-  there.  This assumption may be considerably wrong for
           ary, is called the reflection coefficient, RC. It is given by  dipping reflectors (Fig. C.2), for reflecting point sources,
                                                                  such as the abrupt end of a reflector (Fig. C.3) and for
                      RC =(ρ 2 V 2 − ρ 1 V 1 )/(ρ 2 V 2 + ρ 1 V 1 )  reflections that originated not in the plane of section but


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