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292  Chapter 11: Preliminary Considerations in Chemical Reaction Engineering

                            indicated), and very strong chlorate liquor from the degasifier. The reactor produces
                            strong chlorate liquor (overflow to tank on the right), and feeds liquor to the electrolyz-
                            ers through an electrolyte cooler. No pumps are required to circulate liquor through the
                            reactor and electrolyzers. A high natural circulation rate (shown by the dashed line and
                            arrows) is established by the difference in density between the higher density liquid in
                            the reactor and the lower density liquid + gas (HZ)  in the electrolyzer and riser. The
                            chlorate reactor contains an internal baffle to prevent short-circuiting of the circulating
                            liquor. The resulting liquid flow pattern in the reactor is nonideal, between BMF and
                            PF.

       11.3 PROBLEMS FOR CHAPTER 11


                            11-1  For each of the examples shown in Figures 11.1 to 11.8, relate the features, as far as possible,
                                to the points listed in Section 11.1.1.2.
                            The following reactor problems illustrate some process calculations  that  involve material and/or
                            energy balances, and/or equilibrium considerations. They do not require rate considerations (or data)
                            involved with reactor sizing and product distribution, which are taken up in later chapters for these
                            same  processes.
                            11-2  For a lOOO-tonne   day-’ sulfuric acid plant (100%  HzS04  basis), calculate the total molar flow
                                rate (mol  s-l)  of gas entering the  SO2  converter (for oxidation to  SO3),  for steady-state oper-
                                ation, if the fractional conversion  (fso,)  in  the  converter is 0.98, and the feed to  the  converter
                                is 9.5 mol % SOZ. (1 tonne = 1000 kg.)
                            11-3  Calculate the (total) volumetric flow rate  (m3  s-l>  of gas leaving  the  reactor of a  lOOO-tonne
                                day-’  ammonia plant, if the gas originates from  Hz  and  N2  in the stoichiometric ratio, and
                                20% conversion to ammonia occurs.  T  =  45O”C,   P  = 300 bar, and the compressibility factor
                                 z = 1.09. (1 tonne = 1000 kg.)

                         Table 11.1  Data for problems 11-4 and 11-5  (JANAF, 1986)
                                                                     T/K
                         Species/property/units 298.15       700       800       900      1000
                            AG>/k.l  mol-’
                                so2             -300.125  -299.444  -298.370  -296.051  -288.725
                                so3             -371.016  -322.365  -321.912  -310.528  -293.639
                            AH;/kJ  mol-’
                                so2            -296.842  -306.291  -307.667  -362.026  -361.940
                                so3            -395.765  -405.014  -406.068  -460.062  -459.581
                            Ci/J mol-’ K-l
                                so2              39.878    50.961    52.434    53.580    54.484
                                so3             50.661     70.390    72.761    74.570    75.968
                                 02              29.376    32.981    33.733    34.355    34.870
                                 N2              29.124    30.754    31.433    32.090    32.697
                                                                         T/K

                          (additional   Ci  data)   300       400      500       600       1100   1200
                                so2              39.945    43.493    46.576    49.049    55.204  55.794
                                so3              50.802    57.672    63.100    67.255    77.067  77.937
                                 02              29.385    30.106    31.091    32.090    35.300  35.667
                                 N               29.125    29.249    29.580    30.110    33.241  33.723
                         a  Standard-state pressure, P”  = 0.1 MPa.
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