Gas A in a gas mixture composed of components A and B is absorbed in an absorption column. At one point in the column the average gas phase concentration is 0.1, the liquid phase concentration is 0.2. For equilibrium data, the equilibrium relationship is y = 0.893 x. By using the relevant correlations, the special film mass transfer coefficient in the gas phase was calculated as ky = 1.465 * 10-3 kmol / sm2molfr and the special film mass transfer coefficient in liquid phase kx = 1.967 * 10-3 kmol / sm2molfr. %3D Between A and B there is a reaction A → 2B. Find the gas phase-based total mass transfer coefficient Ky. Using this coefficient, calculate the total molar flux.
Gas A in a gas mixture composed of components A and B is absorbed in an absorption column. At one point in the column the average gas phase concentration is 0.1, the liquid phase concentration is 0.2. For equilibrium data, the equilibrium relationship is y = 0.893 x. By using the relevant correlations, the special film mass transfer coefficient in the gas phase was calculated as ky = 1.465 * 10-3 kmol / sm2molfr and the special film mass transfer coefficient in liquid phase kx = 1.967 * 10-3 kmol / sm2molfr. %3D Between A and B there is a reaction A → 2B. Find the gas phase-based total mass transfer coefficient Ky. Using this coefficient, calculate the total molar flux.
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
Section: Chapter Questions
Problem 1.1P
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![Gas A in a gas mixture composed of components A and B is absorbed in an absorption
column. At one point in the column the average gas phase concentration is 0.1, the liquid
phase concentration is 0.2. For equilibrium data, the equilibrium relationship is y = 0.893 x.
By using the relevant correlations, the special film mass transfer coefficient in the gas phase
was calculated as ky = 1.465 * 10-3 kmol / sm2molfr and the special film mass transfer
coefficient in liquid phase kx = 1.967 * 10-3 kmol / sm2molfr.
Between A and B there is a reaction A
Find the gas phase-based total mass transfer coefficient Ky. Using this coefficient, calculate
→ 2B.
the total molar flux.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F56337fe8-1712-424f-b7c0-809310f185d3%2F1a004ea9-ecac-4ea1-b2d3-9f30f1943317%2Fo7x92kb_processed.png&w=3840&q=75)
Transcribed Image Text:Gas A in a gas mixture composed of components A and B is absorbed in an absorption
column. At one point in the column the average gas phase concentration is 0.1, the liquid
phase concentration is 0.2. For equilibrium data, the equilibrium relationship is y = 0.893 x.
By using the relevant correlations, the special film mass transfer coefficient in the gas phase
was calculated as ky = 1.465 * 10-3 kmol / sm2molfr and the special film mass transfer
coefficient in liquid phase kx = 1.967 * 10-3 kmol / sm2molfr.
Between A and B there is a reaction A
Find the gas phase-based total mass transfer coefficient Ky. Using this coefficient, calculate
→ 2B.
the total molar flux.
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