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Statistical Mechanics, 2nd Edition
Replacement is applicable for 7 days after delivery Know More. I agree to the. Terms and Conditions. How It Works? IMEI Number. Exchange Discount Summary Exchange Discount -Rs. Final Price Rs. Apply Exchange. Other Specifications. This comprehensive and thoroughly revised edition of Thermal Physics provides a concise and balanced account of all the fundamental concepts along with plethora of solved and unsolved problems, as per examination requisites.
Following a conceptual flow, the textbook covers all important topics in the subject like Maxwells Distribution, Transport Phenomenon, Laws of Thermodynamics, Entropy and Statistical Mechanics. The images represent actual product though color of the image and product may slightly differ. Was this information helpful to you?
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Statistical Physics, 2nd Edition by Franz Mandl | LibraryThing
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In Same Price. Buy now Loading Pointon" is a very handy book to absorb the concept of calculation over phase space from the very beginning. The book is suitable for a one semester course, designed for last year undergraduate and beginning graduate students. The exposition of this book is exceptionally clear.
Statistical Mechanics, 2nd Edition
It hardly skips any mathematics under the hood. For more advanced treatment of the subject there are plenty of other good books. The list is not exhaustive at all.. One may also get interest into the book - 6. The approach of this book to the subject is very different than the above mentioned books. Sign up to join this community. The best answers are voted up and rise to the top.
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Home Questions Tags Users Unanswered. Recommendations for statistical mechanics book Ask Question. Asked 7 years, 3 months ago.
Introduction to Statistical Physics
Active 5 days ago. Viewed 28k times. Some things I'd be happy if it includes but again, it mostly just needs to be a clear book even if it doesn't contain these are: As much justifications for the postulates if possible, I'm very interested in reading more about how Liouville's theorem connects to the postulates. You can get it from here. If you have the level in maths, and are interested in the mathematical theory of phase transitions for lattice systems, the classical reference is Georgii's "Gibbs measures and phase transitions" although that's more graduate level stuff.
Here are the google book pages for the last 2 refs, so that you can have an idea of what is done there and at which level: Ruelle , Georgii. Arnold Neumaier. Paul J. Also there are solutions to all of the problem, which you can find from the internet. Landau, E. Beale One may also get interest into the book - 6.
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