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P1-6_(B) The reaction A->B is to be carried out isothermally in a continuous-flow reactor. The entering volumetric flow rate v_(0) is 10d(m^(3))/() h. Note:
P1-6_(B)
The reaction\
A->B
\ is to be carried out isothermally in a continuous-flow reactor. The entering volumetric flow rate
v_(0)
is
10d(m^(3))/()
h. Note:
F_(A)=C_(A)
U. For a constant volumetric flow rate
v=v_(0)
, then
F_(A)=C_(A)v_(0)
. Also,
C_(A0)=(F_(A0))/(v_(0))=((5(mol)/(h))/(10d(m^(3))/(h)))0.5mo(l)/(d)m^(3)
.\ Calculate both the CSTR and PFR volumes necessary to consume
99%
of A (i.e.,
C_(A)=0.01C_(A0)
) when the entering molar flow rate is
5mo(l)/(h)
, assuming the reaction rate
-r_(A)
is\ a.
-r_(A)=k
with Ans.:V
CSTR=99dm^(3)
]\ b.
-r_(A)=k_(CA)
with
0.0001s^(-1)
\ c.
-r_(A)=kC_(A)^(2)
with Ans.:
V_(CSTR)=660dm^(3)
]\ d. Repeat (a), (b), and/or (c) to calculate the time necessary to consume
99.9%
of species A in a
1000dm^(3)
constant-volume batch reactor with
C_(A0)=0.5mo(l)/(d)m^(3)
.
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