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224                                                      Chapter 5

           Table 5.8 Continued

            12. If T 4 > T^, assume three stages of compression (N = 3).

            13.  Calculate P 2 and P 4  (P D= P 6) by solving Equations  5.7.2,  5.7.3, and  5.7.4  si-
           multaneously.
            14. Calculate W P3 from Equation 5.7.1.


            15.  Calculate  the  discharge  temperature,  T 6  (T D =  T 6),  from  Equations  5.7.5  and
           5.7.6.

            16. If  T 6 < Tmax, calculate Z D (Z D = z 6) from Equations 5.7.13, 5.6.15, and 5.7.17.

            17. Calculate z from Equation 5.7.11.

            18. Recalculate W P3 from Equation 5.7.1  using the new value of z.
            19.  Recalculate  W CN  from  Equation  5.7.5.  T 6  will  change  and  could  be  recalcu-
           lated from Equation 5.7.6, but in most cases this will not be necessary.

           20. Calculate PCP from Equation 5.7.10.




           Example 5.2  Calculation of Compressor Power_________________

           This problem was  taken  from  Reference  5.56.  Assume  that  the  electric  motor
           efficiency  is  94%.  Calculate the power required  for an electric motor drive for a
           compressor to  compress a process  gas containing propane, butane  and methane
           from  5 °C (41°F) and  from  1.4 to 7.0 bar  (20.3  to  101 psia). The composition of
           the gas in mole percent is: C 3H 8 = 89.0,  n-C 4Hi 0 =  6.0,  and C 2H 6 = 5.0.  The flow
           rate is  1090  kgmol/h (2403 Ibmol/h).
                Follow  the  procedure  outlined  in  Table  5.8.  First,  calculate  the  mole
           fraction  averages of the heat  capacity ratio,  critical temperature,  and critical pres-
           sure from Equations 5.7.18 to 5.7.23. Critical pressures and temperatures are given
           in Table 5.5.

           k = 0.89  (1.13) + 0.06  (1.09) + 0.05  (1.19) =  1.131

           T c = 0.89  (370.0) + 0.06  (425.6) + 0.05  (305.6) = 370.1  K (666  °R)

           PC  = 0.89  (42.5) + 0.06  (38.0) + 0.05  (48.8) = 42.55 bar (617  psia)




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