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178                                   lgothermal Reactor Design   Chap. 4


                                                              Po  T
              Stoichiometry                       u  =     FT 7;                      (3-41)

                          to give the case of  an ideal g8s (Z = 1). We  now recall Equation (3-451,

                                                                                      (3-45)

                          The total malar flow rate is given as the sum of the flow rates of the individual
                          species:
                                                           n
                                                      F,  = J-1 c Fj

                          when species A, B, C, D, and I are the only ones present. Then
                                              F,  = FA+ F, + Fc + F,+  F,

                          The molar flow rates for each species FJ are obtained from a mole balance on
                          each species, as given in Table 4-6: for example,
       ti
              Must write a                             dF
                                                       I=
            mole balance on                            dV                             (4-42)
               each species
                              We  now return to Example 3-8 to complete its solution.

                                        TABLE 4-6   ALGORITHM  FOR  GAS-PHASE  REACTIQNS
                                                 aA+bB  + cC+dD
                                 1. Mole balances:
                                 Batch            CSTR              PFR

                                 --                                 dF, = rA
                                 ‘2 - r,V
                                                                    dV



                                                                    - -
                                                                    dFc -
                                                                    dV   I C



                                 2.  Rate Law:
                                                     -rA  = kAC2Ci
                                 3.  Stoichiometry:
                                   Relative rates of rciCtIOn:
                                                   rA  =__ -%=2
                                                        ‘B
                                                  c
                                                   -a   -b   c   d
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