Page 227 - Analysis, Synthesis and Design of Chemical Processes, Third Edition
P. 227

To estimate the cost of operating labor, the average hourly wage of an operator is required. Chemical
                    plant operators are relatively highly paid, and data from the Bureau of Labor and Statistics [5] give the
                    hourly rate for miscellaneous plant and system operators in the Gulf Coast region at $26.48 in May 2006.
                    This  corresponds  to  $52,900  for  a  2000-hour  year.  The  cost  of  labor  depends  considerably  on  the
                    location of the plant, and significant variations from the above figure may be expected. Historically, wage
                    levels for chemical plant operators have grown slightly faster than the other cost indexes for process plant
                    equipment  given  in Chapter  7.  The  Oil  and  Gas  Journal  and Engineering  News  Record  provide
                    appropriate indices to correct labor costs for inflation, or reference [5] can be consulted. The estimation
                    of operating costs is illustrated in Example 8.2.


                    Example 8.2



                    Estimate the operating labor requirement and costs for the toluene hydrodealkylation facility shown in
                    Figures 1.3 and 1.5.


                    From the PFD in Figure 1.5, the number and type of equipment are determined.


                    Using Equation (8.4), an estimate of the number of operators required per shift is made. This information
                    is shown in Table E8.2.


                    Table  E8.2  Results  for  the  Estimation  of  Operating  Labor  Requirements  for  the  Toluene
                    Hydrodealkylation Process Using the Equipment Module Approach

























                                                                                                     0.5
                                                                                        0.5
                                                                     0.1
                                                 N  = [6.29 + (0)  + (0.23)(11)]  = [8.82]  = 2.97
                                                   OL
                    The number of operators required per shift = 2.97.

                    Operating Labor = (4.5)(2.97) = 13.4 (rounding up to the nearest integer yields 14 operators)


                    Labor Costs (2001) = 14 × $52,900 = $740,600/yr


                    8.3 Utility Costs
   222   223   224   225   226   227   228   229   230   231   232