The time to reach a particular conversion of a certain gaseous-phase reaction if given by the ff equation: -XA 1+ EAXA 1 t = KCAO Jo (1– XĄ)² where k=reaction constant, CAo=initial concentration of A, E4=expansion constant and XA=conversion of the reaction. Calculate the time in seconds to achieve XA emperature are 1.5 atm and 350 K, respectively, and k=0.15 L/hr-mol and ɛ4= 2. Compare it with the analytical value by = 0.8 using Simpson's Rule, if initial gas (consisting of pure A) pressure and he computing relative error.
The time to reach a particular conversion of a certain gaseous-phase reaction if given by the ff equation: -XA 1+ EAXA 1 t = KCAO Jo (1– XĄ)² where k=reaction constant, CAo=initial concentration of A, E4=expansion constant and XA=conversion of the reaction. Calculate the time in seconds to achieve XA emperature are 1.5 atm and 350 K, respectively, and k=0.15 L/hr-mol and ɛ4= 2. Compare it with the analytical value by = 0.8 using Simpson's Rule, if initial gas (consisting of pure A) pressure and he computing relative error.
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Transcribed Image Text:The time to reach a particular conversion of a certain gaseous-phase reaction if given by the ff equation:
pXA 1+ EAXA
kC40 Jo (1– XA)²
where k=reaction constant, CA0-initial concentration of A, EA=expansion constant and XA-conversion of the reaction.
1
t =
Calculate the time in seconds to achieve XA
0.8 using Simpson's Rule, if initial gas (consisting of pure A) pressure and
temperature are 1.5 atm and 350 K, respectively, and k=0.15 L/hr-mol and ɛ4= 2. Compare it with the analytical value by
%3D
the computing relative error.
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