Nice derivations of Maxwell, Fermi-Dirac and Bose-Einstein distributions

AI Thread Summary
The discussion centers on seeking detailed references for the derivation of Maxwell's velocity and energy distributions, as well as Fermi-Dirac and Bose-Einstein distributions. Participants recommend various resources, including Tolman's "Principles of Statistical Mechanics" and Greiner's book on thermodynamics and statistical mechanics, noting their clarity and thoroughness. Huang's "Statistical Mechanics" is mentioned negatively by one participant, indicating a lack of satisfaction with that resource. The conversation highlights the importance of clear explanations in understanding these statistical distributions. Overall, the thread serves as a resource for those looking to deepen their understanding of statistical mechanics.
DaTario
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Hi all,

Does anybody know some reference (even internet one) that explains in detail the derivation of Maxwell´s velocity and/or energy distribution on an ensemble of atoms/molecules ?
References to Fermi-Dirac distributions and Bose-Eisntein´s are also welcome.

Best Regards,

DaTario

Comment: My experience with Huang´s Statistical Mechanics was very bad.
 
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Tolman's Principles of Statistical Mechanics is a good source. I didn't care much for Huang either.
 
I suggest Greiner's book on thermodynamics & statistical mechanics. It's pretty clear and there's no shortcut in any calculations.

Daniel.
 
Thank you a lot Dextercioby and Tide.
 
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