Page 72 - Basic Well Log Analysis for Geologist
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SITE  Orme see  ote


                                                                                            RESISTIVITY  LOGS

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       Figure  21.   Example  Laterolog*  and  Microlaterolog*.  The  purpose  for  presenting  this  log  is  to  iHustrate  the  log  curves,  and  to  give
              you  guidance  on  picking  log  values.  These  logs  are  used  when  Ry  =  Ry.
              Track  #1—The  log  track  on  the  far  left  in  this  example  is  a  gamma  rav  log.  Gamma  ray  logs  are  discussed  ina  later
                     chapter.  but  they  commonly  accompany  Laterologs*.
              Track  #2—The  middle  log  track  here  ts  the  Laterolog*  which  measures  the  deep  resistivity  (R,)  or  true  resistivity  of  the
                     formation.  Note  that  the  scale  increases  from  left  to  right,  in  increments  of 5 ohm-meters  from  0  to  50  on  the  first
                     eycle.  and  in  hybrid  increments  from  0  to  *  on  the  second  cycle.
                     At  the  sample  depth  of  3.948  ft  the  Laterolog*  value  reads  21  ohm-meters.
              Track  #3—The  right-hand  log  in  this  suite  is  the  Microlaterolog*  which  measures  the  resistivity  of  the  flushed  zone  (R,,).
                     Note  that  the  scale  starts  with  zero  between  tracks  #2  and  #3—that  is,  zero  for  the  Microlaterolog®  ts  not  the
                     same  point  as  zero  for  the  Laterolog*  farther  to  the  left.  The  seale  ranges  from  0  to  50  ohm-meters  in  increments
                     of 5 ohm-meters.  There  is  no  second  cycle  recorded.

                     At  the  sample  depth  of  3.948  ft  the  Microlaterolog*  reads  10  ohm-meters.  or  the  depth  line  intersects  the  log  curve
                     at  two  increments  from  zero.
               Note:   In  order  to  correct  (for  invasion)  the  Laterolog*  to  true  resistivity  (R,).  do  the  following  (use  the  example  at  3.948
                     ft  ):
                         R,  =  1.67(R,,)  —  0.67  (R,,)  (Hilchie,  1979)
                         R,  =  1.67  (21)  —  0.67  (10)
                         R,  =  28.4  ohm-meters
                     Where:
                         R,  =  resistivity  of  the  uninyaded  zone
                         Ry  =  Laterolog*  resistivity  (21  ohm-meters  at  3,948  ft )
                         R,,  =  Microlaterolog*  resistivity  (10  ohm-meters  at  3,948  ft )
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