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Machinery Alignment   195

                  (Total Alignment, Reference 3) describes one such system. Another that
                  we saw demonstrated  provides  not  only the  numerical data,  but  a dia-
                  grammatic  representation  of  the machines and their alignment relation-
                  ship, on a cathode ray tube.
                    The foregoing electronic systems are popular, and have advantages in
                  speed, accuracy, and ease of use.  They have disadvantages in cost, us-
                  ability under adverse field and hazardous area conditions, pilferage,  sen-
                  sitivity to damage from temperature extremes and rough handling,  and
                  availability to the field machinist at 2:OO  A.M.  on a holiday weekend.
                  They also, for the most part, work mainly with numbers, and the answers
                  may  require  acceptance on blind  faith.  By  contrast,  graphical  methods
                  inherently aid visualization by showing the relationship of adjacent shaft
                  centerlines to scale.
                    Manual  calculation  methods  have  the  advantage  of  low  investment
                  (pencil and paper will suffice, but a sliderule or simple calculator will be
                  faster). They have the disadvantage,  some say, of requiring more think-
                  ing than the programmed electronic solutions, particularly to choose the
                  plus and minus signs correctly.
                    The graphical methods, which we prefer, have the advantage of aiding
                  visualization and avoiding confusion.  Their accuracy will sometimes be
                  lcss  than  that  of  the  “pure”  mathematical  methods,  but  usually  not
                  enough to matter.  Investment is low-graph  paper  and plotting  boards
                  are inexpensive.  Speed is high once proficiency is attained, which usu-
                  ally does not take long.
                    In this text, we will emphasize the graphical approach. Before doing
                  so, let’s highlight some common manual mathematical calculations.
                    Nelson”  published an explanation of one rather simple method a num-
                  ber of  years ago.  A shortened explanation is given in Figure 5-16. For
                  our given example, this would work out as follows:

                    Gap difference:                  .OO7  in.
                    Foot distance:                     30 in.
                    Coupling measurement diameter:      4 in.


                             (30)
                    (.OO7)  X  - 0.0525 in.-say  .053 in. shim addition beneath
                                  =
                             (4)                   inboard feet, or removal
                                                   beneath outboard feet, or a
                                                   combination of the two, for
                                                   a total of  .053 in. correction.


                    Then, using rim measurements, determine parallel correction, and add
                  or remove shims equally at all feet. Now do horizontal alignment simi-
                  larly, and repeat as necessary.
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