chemical reaction engineering 3ed edition作者 octave Levensp(9)

2019-09-01 12:45

Figure 11.11

Solution: For the zero-order reaction,

(CAkt?1?0.3t,t?3.3min )element?1???CAoCAo?0,t?3.3min?0.3t,t?3.3minCA )element??CAo?1,t?3.3minE(t)dt (liquid macrofluid reacts)

So (XA)element?1?(XA??(XA)0?elementFrom Fig11.11, we know

?0,0?t?4min?0.1(t?4),4?t?6min?E(t)??

?0.025(14?t),6?t?14??0,t?14minXA??1?E(t)dt?1

414Thus, the conversion of A is 100%.

11.12—11.14 Hydrogen sulfide is removed form coal gas by contact with a moving bed of

iron oxide

particles which convert to the sulfide as follows: Fe2O3 → FeS

In our reactor the fraction of oxide converted in any particle is any particle is

determined by its residence time t and the time needed for complete conversion of the particle ? and this is given by t 1 – X = (1- )3 when t < 1 hr, and with ?= 1 hr

?and X = 1 when t ? 1 hr

Find the conversion of iron oxide to sulfide if the RTD of solides in the contactor is approximated by the curve of Fig.P11.12,P11.13,P11.14.

40

11.12

Figure 11.12

Solution: From Fig.11.12, we know

E(t)???1,0?t?1hr?0,t?1hr When t<1hr, 1?(XA)3element?(1?t)

So X?A??(XA)elementE(t)dt??1001?[1?(1?t)3]dt?0.75

11.13

Figure 11.13

Solution: From Fig.11.13, we know

E(t)????,t?0.5hr?0,t?0.5hr When t<1hr, 1?(XA)element?(1?t)3

also (XA)element?1?(1?t)3

So X?A??(XA)?30elementE(t)dt??0[1?(1?t)]??(t?0.5)dt?0.875Thus, the conversion of A is 87.5%.

11.14

41

Figure 11.14

From Fig.11.13, we know

?0,t?0.5hrE(t)???1,0.5?t?1.5hr

??0,t?1.5hr

When t<1hr, 1?(XA)element?(1?t)3

also (XA)element?1?(1?t)3

When t>1hr, (XA)element?1

So X?A??(XA)elementE(t)dt??1[1?(1?t)3]?1dt??1.500.511?1dt?0.9844Thus, the conversion of A is 98.44%.

42

Chapter 18 Solid Catalyzed Reactions

18.22 In the absence of pore diffusion resistance a particular first-order gasphase reaction

proceeds as reported below.

??? = 10-6 mol/cm3cat·-rAs

at

CA = 10-5 mol/cm3, at 1 atm and 400℃

what size of spherical catalyst pellets (?e = 10-3 cm-3/cm cat·s) would ensure that

pore resistance effects do not intrude to slow the rate of reaction? Solution:

?The rate expression of first-order reaction is ?rA?k???CA

???, CA replaced by numerical values, we obtain And with ?rA10?6k?????5?0.1s?1

10To judge what type of the pore resistance, we need to calculate the Thiele modulus

k???dp10?15MT?L??dp ?3De6103When MT, the pore resistance effects could be neglected.

3Thus, dp?0.4, also dp?2.4mm

5So the diameter of spherical catalyst pellets should be less than 2.4mm.

18.24 The first-order decomposition of A is run in an experimental mixed flow reactor. Find the role played by pore diffusion in these runs; in effect determine whether the runs were made under diffusion-free, strong resistance, or intermediate conditions.

dp 4 8

W 1 3

CA0 300 100

?

60 160

XA

0.8 0.6

A→R

??Solution: ?rAoutCAo?XAout W?1?For the first run, ?rAout

300?60?0.8?14400

143

?2?For the second run, ?rAout100?160?0.6?3200

3?114400?rAout??4.5 ?2?rAout3200While

R2dP2??2, R1dP1Thus, the runs were running under intermediate pore resistance.

44


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