When the following gas reaction reaches equilibrium, at a certain temperature, the moles fractions of the four reactive species satisfy the following relation (we will use "y" for mole fractions since all of these reagents and products are gases): CO+H20 CO2+H2 K= [yCO2][yH2] [yCO][YH20] Where K= 1. Assume that the feed introduced to the reactor is 2 mol of CO and 4 mol of H2O only. Also assume that the reaction reaches equilibrium. a) Calculate the extent of reaction in equilibrium (Šeg) b) Calculate the equilibrium composition, for this you need to calculate the mole fraction for all reactants and products.
When the following gas reaction reaches equilibrium, at a certain temperature, the moles fractions of the four reactive species satisfy the following relation (we will use "y" for mole fractions since all of these reagents and products are gases): CO+H20 CO2+H2 K= [yCO2][yH2] [yCO][YH20] Where K= 1. Assume that the feed introduced to the reactor is 2 mol of CO and 4 mol of H2O only. Also assume that the reaction reaches equilibrium. a) Calculate the extent of reaction in equilibrium (Šeg) b) Calculate the equilibrium composition, for this you need to calculate the mole fraction for all reactants and products.
Chemistry: The Molecular Science
5th Edition
ISBN:9781285199047
Author:John W. Moore, Conrad L. Stanitski
Publisher:John W. Moore, Conrad L. Stanitski
Chapter12: Chemical Equilibrium
Section: Chapter Questions
Problem 61QRT
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