2. Hydrogen gas is produced by the reaction of steam with “water gas", an equimolar mixture of H2 and CO obtained by the reaction of steam with coal. A stream of "water gas" mixed with steam is passed over a catalyst to convert CO to CO2 by the reaction: H2O (g) + CÓ (g) → H2 (g) + CO2 (g) Subsequently, unreacted water is condensed and carbon dioxide is absorbed, leaving a product that is mostly hydrogen. The equilibrium conditions are 1 bar and 800 K. a. Is any advantage gained by carrying out the reaction at pressures above 1 bar? b. Would increasing the equilibrium temperature increase the conversion of CO? c. For the given equilibrium conditions, determine the molar ratio of steam to "water gas" (H2 + CO) required to produce a product gas containing only 2 mol% CO after cooling to 20 °C, where the unreacted H2O has been virtually all condensed.

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Chapter18: Principles Of Chemical Reactivity: Entropy And Free Energy
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2. Hydrogen gas is produced by the reaction of steam with "water gas", an equimolar mixture of
H2 and CO obtained by the reaction of steam with coal. A stream of "water gas" mixed with
steam is passed over a catalyst to convert CO to CO2 by the reaction:
H2O (g) + CO (g) → H2 (g) + CO2 (g)
Subsequently, unreacted water is condensed and carbon dioxide is absorbed, leaving a product
that is mostly hydrogen. The equilibrium conditions are 1 bar and 800 K.
a. Is any advantage gained by carrying out the reaction at pressures above 1 bar?
b. Would increasing the equilibrium temperature increase the conversion of CO?
c. For the given equilibrium conditions, determine the molar ratio of steam to "water gas" (H2
+ CO) required to produce a product gas containing only 2 mol% CO after cooling to 20
°C, where the unreacted H2O has been virtually all condensed.
Transcribed Image Text:2. Hydrogen gas is produced by the reaction of steam with "water gas", an equimolar mixture of H2 and CO obtained by the reaction of steam with coal. A stream of "water gas" mixed with steam is passed over a catalyst to convert CO to CO2 by the reaction: H2O (g) + CO (g) → H2 (g) + CO2 (g) Subsequently, unreacted water is condensed and carbon dioxide is absorbed, leaving a product that is mostly hydrogen. The equilibrium conditions are 1 bar and 800 K. a. Is any advantage gained by carrying out the reaction at pressures above 1 bar? b. Would increasing the equilibrium temperature increase the conversion of CO? c. For the given equilibrium conditions, determine the molar ratio of steam to "water gas" (H2 + CO) required to produce a product gas containing only 2 mol% CO after cooling to 20 °C, where the unreacted H2O has been virtually all condensed.
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