A pure liquid composed of species A is brought into contact with a stagnant gas which initially contains only species B Evaporation of the liquid begins at !=0, leading to a mixture of A and B in the gas; B is insoluble in the liquid and therefore remains in the gas phase. The liquid interface is maintained at z=0, and the gas occupies the space z>0. The mole fraction of Ain the gas at z=0 is X4g. The system is at constant temperature and pressure and the gas mixture is ideal, so that the total molar concentration in the gas is constant, (a) Show that the mole fraction of A in the gas, 1,(z 1), is govermed by DAS A(0. ) a - DAs a at X(z. 0) =0, La(e, 1) =0.

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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A pure liquid composed of species A is brought into contact with a stagnant gas which
initially contains only species B Evaporation of the liquid begins at ! =0, leading to a mixture of
A and B in the gas; B is insoluble in the liquid and therefore remains in the gas phase. The
liquid interface is maintained at z=0, and the gas occupies the space z>0. The mole fraction of
Ain the gas at z=0 is X40- The system is at constant temperature and pressure and the gas mixture
is ideal, so that the total molar concentration in the gas is constant,
(a) Show that the mole fraction of A in the gas, x,(z, t), is governed by
-DAR
- Du
DAR A(0. .
1)
dz
at
XA(z, 0) =0,
xa(0, 1) =T40-
Xa(00, 1) = 0.
Transcribed Image Text:A pure liquid composed of species A is brought into contact with a stagnant gas which initially contains only species B Evaporation of the liquid begins at ! =0, leading to a mixture of A and B in the gas; B is insoluble in the liquid and therefore remains in the gas phase. The liquid interface is maintained at z=0, and the gas occupies the space z>0. The mole fraction of Ain the gas at z=0 is X40- The system is at constant temperature and pressure and the gas mixture is ideal, so that the total molar concentration in the gas is constant, (a) Show that the mole fraction of A in the gas, x,(z, t), is governed by -DAR - Du DAR A(0. . 1) dz at XA(z, 0) =0, xa(0, 1) =T40- Xa(00, 1) = 0.
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