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378                                                      Chapter 7

           transfer  area  consists  of  the  cylindrical  surface  of  the  reactor  and  the  dished
           bottom. Only 80% of the total surface  area of an STR  is available for heat trans-
           fer.  The upper head  contains nozzles,  a port for the mixer,  lugs for support, and
           usually a sight glass, as shown in Figure 7.2.
                We will use  a spiral  coil to illustrate the  calculation procedure. First, con-
           sider  a jacketed  STR. If the jacket heat-transfer  area  is  insufficient,  then  con-
           sider  an  internal  heat  exchanger  and  finally  a  shell-and-tube  external  heat  ex-
           changer.  For  the  latter  case,  the  reacting  solution  is pumped  out  of  the  reactor
           continuously, cooled in a heat exchanger, and then returned to the reactor. If the
           jacketed  reactor  does  not  provide  sufficient  heat-transfer  area,  then  try  using
           internal helical coils. If more than one coil is used, then the heat transfer  coeffi-
           cient must be reduced by 30% for each additional coil [14].  Thus, if the reaction
           requires three coils, then the coil near the reactor wall will only have 40% of the
           heat-transfer  coefficient  of the coil closest to the impeller.  Frank [33]  believes
           that  this reduction  in  the  heat-transfer  coefficient  may be too pessimistic. Each
           coil requires  spacing between the reactor  wall and  other coils. To minimize in-
           terfering  with liquid recirculation, the  coils  should not  extend completely to the
           surface  of the liquid or the bottom of the tank.  Hicks and Gates [14] recommend
           locating the top of the coil at least one  sixth of the diameter of the reactor below
           the  liquid  surface.  They also  recommend  locating the bottom  coil' at  one-sixth
           the coil diameter above the bottom of the STR.
                The  jacket  temperature,  Tj,  in  Equation  7.4.8,  equals  the  average  of  the
           jacket  inlet and outlet temperatures.  For  a coil  also use  the average of the  inlet
           and  outlet temperatures.  First, determine if there is  sufficient  heat-transfer  area
           by assuming a simple jacket.  The  area of the jacket is given in Table 7.3. The
           area  will  be  about  the  same  for  simple,  pipe  coil,  and  dimple jackets.  If  the
           jacket area is insufficient,  then determine if coils will provide the additional sur-
           face  area.  The  reactor volume should be  compensated for the volume occupied
           by the coils.

           Example 7.1  Sizing a CSTR for Synthesizing Propylene Glycol________

           This  problem  is  an  adaptation  of  a  problem  taken  from  Fogler  [16].  Propylene
           glycol is produced by hydrating propylene oxide using a solution of 0.1 % sulfuric
           acid in water as a catalyst.  The reaction is

                       CH 2 —— CH —  CH 3  +  H 2O -» CH 2 — CH — CH 3
                        I  O__|                   ]_OH |_OH

                An  equi-volumetric  solution  of  methanol  and  propylene  oxide  flows  into  a
           CSTR. At the same time, a 0.1% sulfuric  acid solution also flows  into the CSTR at
           a rate of 2.5 times the combined flow rate of propylene oxide and methanol.  The





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