The vibrational contribution to the heat capacity is given by e-eV /2T Cm = R -e-eV/T Show that in the high temperature limit (when 0' « T) T. = R. (HINT: for small values of x, e* = 1+ x). Explain each step in your derivation.
The vibrational contribution to the heat capacity is given by e-eV /2T Cm = R -e-eV/T Show that in the high temperature limit (when 0' « T) T. = R. (HINT: for small values of x, e* = 1+ x). Explain each step in your derivation.
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the vibrational contribution to the heat capacity is given by the photo below. show that in the high temperature limit C=R.(For small values of x, e^x=1+x)
![The vibrational contribution to the heat capacity is given by
2
e-eV /2T
2
= R ()
Show that in the high temperature limit (when 0V « T)
%3D
v,m
(1-e-oV/T
= R. (HINT: for small values of x, e* = 1+ x). Explain each step in your derivation.
T-e-6%](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Ff9761b52-c7ac-4418-be0a-fc5dc6cb9c42%2Faddc7091-faae-441d-976f-c74a2184ffab%2Fj5voni_processed.jpeg&w=3840&q=75)
Transcribed Image Text:The vibrational contribution to the heat capacity is given by
2
e-eV /2T
2
= R ()
Show that in the high temperature limit (when 0V « T)
%3D
v,m
(1-e-oV/T
= R. (HINT: for small values of x, e* = 1+ x). Explain each step in your derivation.
T-e-6%
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