Page 297 - Pipeline Pigging Technology
P. 297

Pipeline Pigging  Technology


         CASE STUDY 2


        The second case is that of a 48-in pipeline. The operator was aware that this
      pipeline  was  subject  to  movement,  and  is monitoring  all changes  to  the
      pipeline. In this case, dynamic forces are known to be affecting the line. The
      area of concern  is a wave or small wrinkle that is developing  on a downhill
      section of the pipeline, just prior to a small stream crossing. VPSI has taken this
      data over a several-year period to give the operator a compiled  report.
        The report includes numeric data that represents the different survey runs.
      The data is set out by year and quarter the data occurred. Data viewed in this
      manner point  out the dynamic nature of the area. It also points out that the
      area has changed over the 9 years depicted,  yet the change does not seem to
      be dramatic.
        .Numeric data was evaluated in conjunction with slope or vertical displace-
      ment. The  slope  information pointed  out  that  no  substantial changes  had
      occurred. In fact, the data remains identical on all runs (see Figs 11,12,13 and
      14).
        Fig.l 1 shows the  1989 data on slope and pressure. The saw-toothed  line is
      the raw data on slope. The smooth  line along the bottom  of the graph is the
      slope  as plotted  from  the  raw  data;  the  top  line  is  pressure.  Each  of  the
      pipeline bends is marked on the graph at the area in which they occur. A circle
      approximately 75% along the  line marks the area of the wrinkle.
        Fig. 12 shows the data from  the  1990  survey. Data from both plots  shows
      the pipeline slope has not changed. While this is for only two years, data from
      preceding years verified that the pipeline is remaining in the same position for
      several years.
        Fig. 13 shows the computer's ability to manipulate the data as plotted and
      change the  scale of presentation.  Fig. 13 has reduced  the amount of data and
      increased  the scale to bring the operator  down on the exact area of interest,
      the wrinkle.
        Raw data is again plotted in the irregular line in the centre of the graph. The
      slope  line is now plotted in a grid area of  10-ft  by  10-ft  increments.
        Fig. 14 carries this out to an even larger scale. In this instance, only the slope
      is  plotted;  the  grid  boxes  remain a  standard  10ft by  10ft, with  the  slope
      superimposed  on the grid.
        In addition to the numeric and graphic presentations,  the computer can
      also generate  a three-dimensional look at the wrinkle area.  Fig. 15 is a look
      along the pipeline at the wrinkle  area.
        A cross-section of the  pipeline  can be  generated  at any given area. The
      cross-section  in  Fig. 16 is the  maximum area of deformation in  the  wrinkle
      area.

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