home / study / engineering / chemical engineering/ chemical engineering questions and answers / the n2o.. Question: The N20 molecule is linear with a rotational constant of B=0.42cm^(-1) and vibrational... The N20 molecule is linear with a rotational constant of B=0.42cm^(-1) and vibrational frequencies W1 = 1285cm (symmetric stretch), w2a = w2b = 589cm(degenerate bend), and 2224cm-1 (antisymmetric stretch). %3D a) Calculate values for the rotational and vibrational partition functions at T=1000 K. b) Treating J as a continuous variable, what value of J maximizes the population ratio P(J)/P(0). Round this value to the nearest integer to find Jmar , the rotational level with the highest population. What fraction of CO2 molecules are in this rotational level, irrespective of their vibrational quantum numbers? This question hasn't been answered yet ASK FOR ANSWER
home / study / engineering / chemical engineering/ chemical engineering questions and answers / the n2o.. Question: The N20 molecule is linear with a rotational constant of B=0.42cm^(-1) and vibrational... The N20 molecule is linear with a rotational constant of B=0.42cm^(-1) and vibrational frequencies W1 = 1285cm (symmetric stretch), w2a = w2b = 589cm(degenerate bend), and 2224cm-1 (antisymmetric stretch). %3D a) Calculate values for the rotational and vibrational partition functions at T=1000 K. b) Treating J as a continuous variable, what value of J maximizes the population ratio P(J)/P(0). Round this value to the nearest integer to find Jmar , the rotational level with the highest population. What fraction of CO2 molecules are in this rotational level, irrespective of their vibrational quantum numbers? This question hasn't been answered yet ASK FOR ANSWER
Biochemistry
9th Edition
ISBN:9781319114671
Author:Lubert Stryer, Jeremy M. Berg, John L. Tymoczko, Gregory J. Gatto Jr.
Publisher:Lubert Stryer, Jeremy M. Berg, John L. Tymoczko, Gregory J. Gatto Jr.
Chapter1: Biochemistry: An Evolving Science
Section: Chapter Questions
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Question: The N20 molecule is
linear with a rotational constant of
B=0.42cm^(-1) and vibrational...
The N20 molecule is linear with a rotational constant of
B=0.42cm^(-1) and vibrational frequencies
W1 = 1285cm-1
(symmetric stretch),
w2a = W2b = 589cm (degenerate bend), and
W3
2224cm-1
(antisymmetric stretch).
%D
a) Calculate values for the rotational and vibrational
partition functions at T=1000 K.
b) Treating J as a continuous variable, what value of J
maximizes the population ratio P(J)/P(0). Round this value
to the nearest integer to find Jmar , the rotational level
with the highest population. What fraction of CO2
molecules are in this rotational level, irrespective of their
vibrational quantum numbers?
This question hasn't been answered yet
ASK FOR ANSWER
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