3. 10 Kmol of a feed having 65 mole of % benzene and 35 mole % toluene is batch distilled at 1 atm. Calculate the moles of distillate produced and the composition of the bottom product if distillation is done until 75 mole % of the feed benzene leaves with vapour (a) (b) (c) (d) the still pot contains 35 mole % benzene, 50 mole % of the feed is vapourized the accumulate distillate contains 75 mole % of benzene. Take x = 2.51

Introduction to Chemical Engineering Thermodynamics
8th Edition
ISBN:9781259696527
Author:J.M. Smith Termodinamica en ingenieria quimica, Hendrick C Van Ness, Michael Abbott, Mark Swihart
Publisher:J.M. Smith Termodinamica en ingenieria quimica, Hendrick C Van Ness, Michael Abbott, Mark Swihart
Chapter1: Introduction
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10kmol of a feed having 65 mole % benzene and 35 mole % toluene is batch distilled at 1 atm pressure. Calculate the moles of distillate produced and the composition of the bottom product if the distillation is done until (a) 75 mole % of the feed benzene
leaves with the vapor. (b) The stillpot contains 35 mol% benzene (c) 50 mole% feed is vaporized. (d) The accumulated distillate contains 75 mole% benzene. Take α = 2.51

 

3. 10 Kmol of a feed having 65 mole of % benzene and 35 mole % toluene
is batch distilled at 1 atm. Calculate the moles of distillate produced and the
composition of the bottom product if distillation is done until
(a)
75 mole % of the feed benzene leaves with vapour
(b)
the still pot contains 35 mole % benzene,
(c)
50 mole % of the feed is vapourized
(d)
the accumulate distillate contains 75 mole % of benzene. Take x = 2.51
Transcribed Image Text:3. 10 Kmol of a feed having 65 mole of % benzene and 35 mole % toluene is batch distilled at 1 atm. Calculate the moles of distillate produced and the composition of the bottom product if distillation is done until (a) 75 mole % of the feed benzene leaves with vapour (b) the still pot contains 35 mole % benzene, (c) 50 mole % of the feed is vapourized (d) the accumulate distillate contains 75 mole % of benzene. Take x = 2.51
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