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ke       tor   _—
          415                                                                   ve:   loc        :    envisioned   time-


          Processing   R                  ©"                  Upper  Interface   «Lower interface   i   (V..)   as  if  each  ray traveled   be   average  is



               Ri   A,   rece   r        (2)               Surface   77,  Te   Vint   OTOOOE//   to  average  velocity  is  the  same  travel  in  the  low-velocity  (V,)  layer  leads  to  a  leads  to  a  long  ray  segment.  The  average  by  the  root  mean  square  velocity  (Vays):  ¢)  The  interval  velocity  (V;.1)   in  the  layer  (At).   interface.   velocity  average   can  across  interfaces:  the
                     KR           Square  R,   PR;   Pr   S;   S,   FF       Velocity        TOTO  OOOO     Types  of velocity.  a)  Left:  The  average  velocity  of  the  material  above  at  interface  takes  a  wave  to  travel  vertically  from  the  surface  Root  mean  square  velocity.  Raypath  bending  leads  to  disproportionally  long  paths  in   layer,  more  horizontal   travel   divided  by  the  travel  time  spent   velocity  the  interface  above   surface   the  i



                                  Velocity  R.













              Velocity      {\      77777?   |My   zit      ie   7           Mean   Root   b)   Ve>V,   Va>   Interval   C)   VITO (a   At   Az |   WOOO   by  the  time  (t)  it  Taypaths,  assuming  no  bending  due  to  Snell’s  Law. The   each  layer.  b)  layers. For  example,  for  the  bold  raypath,  near-vertical  the  high-velocity  (V3)  a  U-shaped  raypath  is  approximated   average   =   Vay   depth   =   z   from   one-way   =   t   Sequence  layered   “V-shaped”  rays



              Average                                                   5.15   (2)  divided   vertically through   short  ray  segment;  in  layer  is  the  thickness  of  the  layer  (Az)   .   where:   For   a   according  to   weighted




              a)                                                        FIGURE   interface   Teflection   high-velocity   along  such   a










          migration,  and   CMP  gather   noise),  after  velocity   Three-fold,  stacked  seismic   (a)  add  events  from   the  noise  phase),  while  destructive  interference  (out  of   (b)  is  one  of   traces  that  comprise   Migration.   to  their  true   Conversion.  section   The   according  1o   truer  perspective  of   the  Earth,  and   of  materials  between




          Stack,   analysis, Ty49,  mute,  and  elevation  statics   (in   the  unmigrated  time  section.  d)   are  moved   (c)  positions,  relative  to  the   to  depth  velocities  of  materials  above  reflectors.   a   be

          5.14   depth  conversion.  a)   (including  random   trace.  The  reflected   phase).  c)  The  trace  from   numerous  stacked   surface.  e)  Depth   is  converted   can  depths  to  reflectors  within
          FIGURE   corrections.  b)   constructively   adds  with   Events  from   horizontal   (d)   in   The  result   of  thicknesses   Teflectors.



                                              ABM-OML                   ABM -OML                     yideq




           b



                Reflections  Add   Phase   In                                              Section   Ve







           ROR   |_—                                            Section   Time             Depth


          S86                                                                                  V4

           a
          $                                                      Migrated                  Migrated                    114


                                                                 d)                        e)
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