Page 122 - Well Logging and Formation Evaluation
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112               Well Logging and Formation Evaluation






               7.00E-07
               6.00E-07
               5.00E-07                                              oil
              Frequency  4.00E-07                                    gas

                                                                     water
               3.00E-07
               2.00E-07                                              shale
               1.00E-07
               0.00E+00
                    0.00E+00  5.00E+06  1.00E+07  1.50E+07  2.00E+07
                                  Acoustic impedance

          Figure 6.3.2 Comparison of Acoustic Impedance Distributions for the Same
          Formation in One Well Modeled with Different Porefills




          these techniques to predict, say, the presence of oil-bearing sands from
          seismic.
            While the compressional velocity does depend quite significantly on the
          porefill, particularly on the gas saturation, the shear velocity depends
          hardly at all on the fluid fill. The shear behavior of the rock may be mea-
          sured with seismic to some degree by using far-offset traces. Because of
          the nature of sound reflecting off a surface, at high incidence angles a P
          wave will generate S waves when it is reflected/refracted, and these can
          be detected. Where only the far-offset traces are used (called AVO, for
          amplitude versus offset), it is possible to generate a 3-D seismic cube of
          elastic impedance (EI) as well as  AI.  The EI cube, which is mainly
          dependent on the shear velocity, is largely independent of fluid-fill effects.
            In a similar way to generating AI traces using r and V p , it is also pos-
          sible to generate EI traces from the logs using r, V p , V s , and knowledge
          of the seismic incidence angle (q). There are various published equations
          for doing this. Once such equation is:

                  Ÿ       2                            2    2
                                            -
                                                   s
            EI = V p  (1 + tan  ( )) (1000*q  *r ) Ÿ (1 4*  (V V p ) *sin  ( )*q
                                 2
                       -
                   Ÿ (18*        ) *sin  2 ( ).q                     (6.3.1)
                             s
                V s        (V V p
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