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Unit 4: Process Selection and Facility Layout




          Space requirements also need to be computed. Based on the size and number of machines to be  Notes
          installed and the space available for the layout, the minimum space required is worked out. The
          requirement of space for each department, for Anand Parvat Industries, is shown in Table 4.2.
                            Table 4.2:  Area  Required  by Different  Departments

                               Department                Area required in sq. ft.
                    A  - Turning Department (Lathes)                    1000
                    B -  Shaping Department                              900
                    C - Drilling Department                              650
                    D - Milling Department                               750
                    E - Grinding Department                             1100
                    F - Inspection Department                           1200
                    Store - Incoming                                    1200
                    Store - Finished Stock                              1200
                    Total                                               8000

          The spiral method works under following assumptions:

          1.   The department shape is a combination of square and rectangles.
          2.   The area of a department varies only slightly with peripheral changes in its shape.
          The solution is arrived at by trial and error. The following steps are taken:
          1.   The activity area is located. Each activity is located in such a manner that the serviced area
               and servicing areas are located with a common periphery.
          2.   Around each of the service activity areas arrange their subsequent servicing or serviced
               areas, again maintaining necessary areas assignment for each.
          This process is  continued until all departments  have been located. Using this schematic,  the
          departments should be so arranged that a department has at least some common boundary with
          each of the departments from which it receives material or to which it delivers material. This
          will ensure that material from a department is moved to another department with minimum
          cost. This is a trial and error procedure. It does not guarantee that an optimal solution will be
          obtained. Also,  the solution  may not  be unique.  One of  the possible  arrangements by this
          method for our example is shown in Figure 4.4.

                       Figure  4.4: A  Feasible  Arrangement  by  using  the  Spiral  Method




                         Stores                 D
                                                            E       Stock

                                     B


                                 A                 C        F








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