4. Identify and Name:
Algebraic Form of CSTR equation: derive CSTR volume
derive CSTR volume
For reactors in series, such as a PFR after a CSTR, the integral form of a PFR equation becomes: derive PFR volume
derive PFR volume
Volume of PFR Volume of CSTR
Volume of CSTR
Independent: VCSTR, VPFR, FA0, FB0, T Dependent: k, X1, X2
Dependent: k, X1, X2
Knowns: same as Part I values of knowns Unknowns: conversion from CSTR, X1 conversion from PFR, X2
values of knowns
conversion from PFR, X2
In: same as Part I Out: same as Part I
Out: same as Part I
same as Part I
Combine: steps in combining Evaluate: evaluating for X1 evaluating for X2 Check units, X is dimensionless. With a CSTR upstream of the PFR, the conversion increased from 0.5 to 0.684.
steps in combining
evaluating for X1 evaluating for X2
evaluating for X1
evaluating for X2
With a CSTR upstream of the PFR, the conversion increased from 0.5 to 0.684.
Back to Part 1 : PFR
Back to the Original Problem