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Question 3 A saturated liquid mixture is fed to a continuous distillation column at 300 kmol/h. The specifications of the ope
Table 3: Fill in the molar flows and compositions for the feed, distillate and bottoms products and K and a. Bottoms (kmol/h)
Question 3 A saturated liquid mixture is fed to a continuous distillation column at 300 kmol/h. The specifications of the operation of the column are provided in Table 2. The column operates at 800 kPa. Table 2: Feed, distillate and bottoms flowrates Component Feed (kmol/h) Bottoms (kmol/h) Distillate (kmol/h) methanol 95 ethanol 33 n-propanol (LK) 67 n-butanol (HK) 45 4 n-pentanol 60 Total 300 Additional information: a. n-propanol is the light key component (LK) and n-butanol is the heavy key component (HK) b. The equilibrium values (K values) are calculated using the equations below: methanol: K = 0.0487e0.03047 ethanol: K = 0.0191e003267 n-propanol: K= 0.0074e003517 butanol: K 0.0038e0.03757 - pentanol: K = 0.0013e0.03917 n Where T C The relative volatilities (relative to the HK) can be determined at the 142°C, the average of the top and bottoms temperature. 3.1. Complete the material balance over the distillation column and the mole fractions of each component in feed, distillate and bottoms streams. Re-draw Table 3 below into your (18) answer book and complete.
Table 3: Fill in the molar flows and compositions for the feed, distillate and bottoms products and K and a. Bottoms (kmol/h) XB K Distillate (kmol/h) XD Component XF Feed, (kmol/h) methanol ethanol n-propanol (LK) n-butanol (HK) n-pentanol Total 3.2. Determine the minimum number of stages using the Fenske method. (6) 3.3. Determine the minimum reflux ratio using the Underwood method. (HINT use: 0= 1.05, 1.1 and 1.15) (10) 3.4. Determine the number of ideal stages if the actual reflux is 5 times the minimum reflux using the Gilliland method. (6) 3.5. Determine the number of ideal stages in the rectifying sections and the stripping section. (8) 3.6. Determine the feed location stage. (1) [49 Marks 11
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