Page 204 - The Geological Interpretation of Well Logs
P. 204

-  THE  GEOLOGICAL  INTERPRETATION  OF  WELL  LOGS  -

      —  distortion  at  the fault  plane,  fault  drag   are  related  to  the  distorting  effects  that  faulting  has  on
      It  is  generally  assumed  that  faults  can  be  recognised  on   the  entire  rock  mass,  not  the  distortion  just  around  the
      the  dipmeter  by  tectonic  drag.  Drag  forms  as  beds  are   fault  itself.  Moreover,  rollover  and  reverse  drag  cause
      pulled  along  a  fault  zone  like  a  wet  rag,  as  movement   beds  to  dip  éuzo  a  fault,  not  to  parallel  it  (Figure  12.35).
      progresses  (Figure  12.35).  This  movement  is  considered   (Although  rollover  is  shown  in  the  example  (Figure
      cylindrical,  so  that  beds  are  rotated  (dragged)  progres-   12.35)  as  restricted  to  the  hanging  wall,  this  is  not
      sively  into  the  plane  of  the  fault  as  the  fault  itself  is   always  the  case.  It  is  the  case  in  listric  faults  —  see
      approached.  A  dipmeter  through  a  zone  of  drag  will  show   below).  If  a  cusp  pattern  is  identified  on  the  dipmeter,  it
      a  cusp  pattern  on  the  log  (Figure  12.35a@)  while  the  dips   is  essential  to  know  whether  it  is  drag  and  parallel  to  the
      in  the  cusp,  when  plotted  on  a  stereogram,  will  fall  on  a   fault,  or  rollover/reverse  drag  and  contrary  to  the  fault.
      great  circle  (i.e.  form  a  cylinder).  There  are  cases  when   This  dilernma  is  beautifully  expressed  by  an  example
      this  is  true,  but  personal  field  experience  suggests  that   from  Nigeria  (Adams  er  ai.,  1992).  An  obvious  tectonic
      drag  zones  are  very  limited  and  often  not  seen  on  a  struc-   cusp  pattern  is  seen  in  the  dipmeter  over  200  feet  (60  m)
      turally  processed  log  or  the  style  of  drag  is  not  the   of  borehole,  the  dip  consistently  increasing  downwards
      classical  cylinder  (Figure  12.37).              from  10°  to  50°,  then  dropping  back  to  10°  (Figure
        It  is  sometimes  suggested  that  drag,  when  it  occurs,   12.36).  A  computer  programme  was  used  to  model  this
      can  indicate  the  amount  of  throw  on a  fault.  That  is,  the   dip  pattern.  Three  equally  valid  cases  satisfy  the  dipme-
      vertical  extent  of  the  drag  zone  corresponds  to  the   ter  results:  a  normal  fault  with  drag,  a  normal  fault  with
      amount  of  throw.  It  is  possible  to  use  the  drag  zone  as  a   reverse  drag  and a  listric  fault  with  rollover.  The  comput-
      minimum,  but  not  as  an  absolute  indication  of  the  throw.   er  programme  very  effectively  provides  a  model  for  the
      An  interesting  case  described  recently  suggests  that  drag   eye  that  a  line  of  dips  cannot  (cf.  Etchecopar  and  Dubas,
      characteristics  may  be  indicative  of  whether  a  fault  seals   1992).  Indications  from  the  seismic  suggest  that  it  is  a
      or  not  (Berg  and  Avery,  1995).                normal  fault  with  drag.  However,  the  example  illustrates
                                                         perfectly  the  difficulties  in  interpreting  faults  from  the
      -  distortion  between  fault  blocks,  tectonic  rollover   dipmeter  and  that  even  though  a  fault  may  be  identified
      and  reverse  drag                                 from  the  dipmeter  alone,  it  is  generally  not  possible  to
      Frequently,  what  is  considered  as,  or  at  least  called  drag,   interpret  the  type  of  fault  or  the  direction  of  displacement
       is  in  fact  tectonic  rollover  or  reverse  drag.  Rollover  and   on  it.  The  fault  strike  is  however  generally  clear,  being
      reverse  drag  occur  on  a  much  larger  scale  than  drag  and   orthogonal]  to  the  distorted  bedding  dip.






                                Depth   (feet)                 Depth   (feet)
                                                               J
     SE                     NW     SE                      NW
                                 9750                           9750
                                                 uae
      N=                                                        $300


                             carer               Hy             9950   9850   1








                                                                10000   i
                                                  |
                     wl          10050   1     b.           G   TT       10050
                  |
                                                                 i
                                 10100
                                 4
                                                                40160   1
                                    vertical  scale  =  horizontal  scale
      Figure  12.36  Fault  geometry  interpreted  from  the  dipmeter.  Three  interpretations  are  possible  from  the  one  dipmeter  dataset
      (shown  on  the  right):  a)  normal  fault  with  drag  (correct  interpretation);  b)  reverse  fault  with  drag;  ¢)  listric  fault.  Computer
      generated  profiles  (from  Adams  ef  al.,  1992).

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