The conversion of A to R occurs via the following reaction. AzR; The equilibrium constant is temperature dependant: K-CR -TA=TR = K₂CA-K₂CR K = exp 53000 - 24.7] RT

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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The conversion of A to R occurs via the following reaction.
AZER;
CA
The equilibrium constant is temperature dependant:
K = exp 53000 - 24.7]
RT
The rate constants are temperature dependant:
k₁ = exp[17.34 -
xp [17.34-489001 year-1
ᎡᎢ .
k₂ = exp[42.04 - ¹
1242001
RT
year-1
a) Determine the temperature at which the equilibrium concentration of A and R is equal.
b) Determine the time taken to reach equilibrium (within 1% of final CA and CR).
c) What is the equilibrium concentration of each species if K=3.
d)
Determine the temperature at which 95% conversion of A is reached at equilibrium.
e) Determine the time taken to reach equilibrium for this new temperature case (within 1% of
final CA and CR).
f) Explain in general how an increase in temperature may improve the performance of a
chemical reaction.
g) Explain why an increase in temperature may not result in favourable yield of the desired
product in this case.
h) Explain how a catalyst may affect the performance of this reaction.
i)
If the reverse reaction was 2nd order rather than elementary, what changes would be
observed in the reaction?
-TA=TR = k₁CA-K₂CR
Transcribed Image Text:The conversion of A to R occurs via the following reaction. AZER; CA The equilibrium constant is temperature dependant: K = exp 53000 - 24.7] RT The rate constants are temperature dependant: k₁ = exp[17.34 - xp [17.34-489001 year-1 ᎡᎢ . k₂ = exp[42.04 - ¹ 1242001 RT year-1 a) Determine the temperature at which the equilibrium concentration of A and R is equal. b) Determine the time taken to reach equilibrium (within 1% of final CA and CR). c) What is the equilibrium concentration of each species if K=3. d) Determine the temperature at which 95% conversion of A is reached at equilibrium. e) Determine the time taken to reach equilibrium for this new temperature case (within 1% of final CA and CR). f) Explain in general how an increase in temperature may improve the performance of a chemical reaction. g) Explain why an increase in temperature may not result in favourable yield of the desired product in this case. h) Explain how a catalyst may affect the performance of this reaction. i) If the reverse reaction was 2nd order rather than elementary, what changes would be observed in the reaction? -TA=TR = k₁CA-K₂CR
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