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Operations Management




                    Notes          This sequence must be observed because the contact breaker cannot be assembled correctly in
                                   any other way. On the other hand, it makes no difference whether the contacts are placed before
                                   the plastic lever or after the springs are assembled in the molding. Similarly, the order of the
                                   riveting is  irrelevant.
                                   In general, the assembly tasks,  listed in the table, are broken down into  the smallest whole
                                   activity. For each task, we note in column 4 of Table 4.3, the task or tasks that must immediately
                                   precede it. However, job simplification is possible even within the requirement of precedence.

                                   Is the Line Efficient? The revised layout had six stations manned by 12 operators. All workers are
                                   paid for 8 hours daily. How much of their time was spent productively? This assignment to
                                   revise the layout was given to Technology and Management Systems (TAMS).
                                   ABC Electricals, due to the traditional approach, believed that the assembly was very labour
                                   intensive. Even with parallel processing they were utilizing up to twelve operators as is shown
                                   in column 6 of Table 4.3. TAMS decided to balance the assembly line.

                                   4.6.2  Assembly Line Balancing

                                   Given a capacity or production rate requirement, we can meet that requirement with a single
                                   line with a cycle time 'c', or with two parallel lines with a cycle time '2c', and so forth. Line
                                   balancing programs have been developed that enable the most efficient use  of the assembly
                                   line.

                                   In multiple parallel lines, as the number of parallel lines increases, so does the scope of job. We
                                   can also increase output by horizontal job enlargement, as has been demonstrated in the example
                                   of ABC Electricals. The point is that alternatives do exist.
                                   How can the cost of idle time of man and machine be reduced? Perhaps the ten tasks (A to M in
                                   Table 4.3 - exclude tasks either at station 1 or station 2) can be reassigned so that more available
                                   employee time is used.
                                   An ideal assembly line would be one where tasks are assigned to different workstations in such
                                   a way that the total processing times at each workstation is equal. If every station used up an
                                   equal amount  of  task  time,  no  time  would  be  idle  time. Though  this  is  seldom true,  an
                                   approximation of  this condition  can be  achieved by effective assembly  line balancing.  The
                                   problem of equalizing stations is solved using six steps:

                                   1.  Define tasks.
                                   2.  Identify precedence requirements.
                                   3.  Calculate the minimum number of work stations required to produce desired output.
                                   4.  Apply an assignment heuristic to assign tasks to each station.
                                   5.  Evaluate effectiveness and efficiency.

                                   6.  Seek further improvement.
                                   For the example of the contact breaker facility, we have already taken the first step, defining
                                   tasks, shown in Table 4.3. The second step requires identifying a specific sequence. These sequence
                                   requirements are also listed in Table 4.3 in column 4.
                                   Once the desired  output is  specified, we can calculate the theoretical minimum number of
                                   stations required. This is done by contrasting the time required to produce one unit with the
                                   time we can allow, given the daily output requirements. We have already calculated the time
                                   required, as the sum of the task times in Table 4.3 and we have calculated the time allowable, as
                                   the maximum allowable cycle time.




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