Page 73 - The Geological Interpretation of Well Logs
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-  RESISTIVITY  AND  CONDUCTIVITY  LOGS  -

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          Figure  6.32  Correlation  using  deep  induction  logs  (resistivity  plots).  The  interval  is  one  of  thick,  seemingly  characterless,  marine
         shales.  The  togs  show  persistent,  subtle  changes  which  allow  exceltent  correlation  over  a  distance  of  30km.

         changes  in  formation  pressure  and  interstitial  water   sand  with  higher  irreducible  water  will  show  lower
         salinity  which  are  non-stratigraphic,  post-depositional   resistivity.  A  clean,  fining-upwards  sandstone  filted  with
         elements  that  tend  to  obliterate  the  original  depositional   hydrocarbons  should  show  a  regular  upwards  decrease  in
         features  (cf.  Figure  6.37).                     resistivity.
                                                              A  second,  well-known  example,  comes  from  the
         Facies
                                                            Devonian  of  Canada  (Figure  6.35;  McCrossan,  1961).
         From  the  shale  example  illustrated  previously  (Figure
                                                            The  interval  of  study  contains  reefs  and  deeper  water
         6.31),  it  is  clear  that  facies  and  facies  changes  can  be
                                                            shales.  The  reefs  contain  oil.  Careful  mapping  of  the
         followed  on  the  resistivity  logs.  Indeed,  it  can  be  argued
                                                            resislivity  values  in  the  shales  shows  that  a  facies  change
         that  a  subtle  lithological  change  is  in  fact  a  facies  change.
                                                            occurs  as  the  reefs  are  approached,  reflected  in  an
           One  of  the  principal  uses  of  the  resistivity  log  in  facies
                                                            increase  in  resistivity.  The  effect  is  probably  one  of
         analysis  is  its  ability  to  register  changes  in  quartz  (sand)-
                                                            increasing  carbonate  content  and  decreasing  shale
         shale  mixtures.  This  is  especially  so  in  the  fine-grained
                                                            porosity,  although  bedding  characteristics  also  change.
         rocks,  shales  and  silts,  more  so  than  in  sandstones  them-
                                                            However,  mapping  the  resistivity  values  enabled  a  more
         selves.  The  example  (Figure  6.33)  shows  small-scale
                                                            accurate  localisation  of  the  near-reef  shale  facies  and  the
         deltaic  cycles  15  m-20  m  thick,  picked  out  by  resistivity
                                                            reefs  themselves.
         trends.  The  increase  in  resistivity  corresponds  to  an
          increase  in  the  silt  (quartz)  content.  Even  slight,  subcyclic   Compaction,  shale  porosity  and  overpressure
         events  are  visible  on  the  logs.               The  normal  compaction  of  shale  seen  along  a  borehole
           Within  sands  themselves,  it  is  suggested  that  in  hydro-   shows  up  in  a  plot  of  shale  resistivity  against  depth:  as
         carbon-bearing  zones,  different  resistivity  values  may  be   compaction  increases  so  the  resistivity  increases  (in  a
         correlated  with  differences  in  grain  size.  A  coarser-   homogeneous  shale)  (Figure  6.36).  This  trend  is  espe-
          grained  sand  will  genera]ly  have  a  low  irreducible  water   cially  apparent  in  conductivities  and  a  plot  of  shale
          saturation  and  hence  higher  resistivity,  the  saturation  in   conductivity  (deep  induction)  on  a  log  scale  against
          hydrocarbons  being  higher  (Figure  6.34).  A  fine-grained   depth  shows  a  near-linear  distribution  (Macgregor,  1965)

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