You have discovered a fabric which when it contains an
adsorbent such as activated carbon can
be used to make an overcoat that can protect you from toxic
chemicals. In a test of such fabric, a
gas stream containing 8.0 mg/L of carbon tetrachloride (CCl4) was
passed through 7.71 g sample
of the fabric at a rate of 1 L/min and the concentration of CCl4 in
the gas leaving the fabric was
monitored. The run was continued for 15 min with no CCl4 being
detected, after which the CCl4
concentration began to rise. a). How much CCl4 was fed to the
system during the first 15 min?
How much was adsorbed? b). Sketch the concentration of CCl4 in the
exit as a function time
from t=0 to 30 min. c). Assuming a linear relationship between
amount of CCl4 adsorbed and
mass of fabric, what fabric mass would be required if the feed
concentration is 5 mg/L, the feed
rate 1.5 L/min and it is desired that no CCl4 leave the fabric
earlier than 30 min?
SOLUTION:
(a)
1 min ---------- 1000 mL CCl4
15 min ------ x = 15000 mL CCl4
1 mL ----------- 8.0 mg CCl4
15000 mL ---- x = 120000 mg CCl4
7.71 g adsorbent -------- 120000 mg CCl4
1 g adsorbent ------------- x = 15564.20 mg CCl4/g adsorbent
(b)
(c)
1 min ------------ 1400 mL
30 min ---------- x = 42000 mL
1 mL ------------ 5 mg CCl4
42000 mL ----- x = 210000 mg CCl4
15564.20mg CCl4 ----------- 1 g adsorbent
210000 mg CCl4 ----------------- x = 13.49 g adsorbent
1 g adsorbent ------------- x = 15564.20 mg CCl4/g adsorbent
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