5. Statistical definition of entropy is S = kglnN N! where n = n1!n2!n2! Use Stirling's theorem to show that F = -NkTlnZ

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Q5 Statistical Mechanics
5. Statistical definition of entropy is
S = kglnn
N!
where N =
n1!n2!n2!
Use Stirling's theorem to show that
F = -NkTlnZ
Transcribed Image Text:5. Statistical definition of entropy is S = kglnn N! where N = n1!n2!n2! Use Stirling's theorem to show that F = -NkTlnZ
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