Recall that for the steady-state mole balance in a CSTR with a single reaction [–FA0X = rAV,] and that , so that for T0 = Ti0 Equation (11-27) may be rewritten as
Again, we must account for the “heat generated” by all the reactions in the reactor. For q multiple reactions and m species, the CSTR energy balance becomes
Substituting Equation (12-20) for , neglecting the work term, and assuming constant heat capacities, Equation (12-39) becomes
Energy balance for multiple reactions in a CSTR
For the two parallel reactions described in Example 12-5, the CSTR energy balance is
One of the major goals of this text is to have the reader solve problems involving multiple reactions with heat effects (cf. Problems P12-23C, P12-24C, P12-25C, and P12-26B). That’s exactly what we are doing in the next two examples!
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