Statistical Mechanics 3rd Edition by Pathria and Beale

In summary, the conversation discusses the organization and readability of Pathria's book on statistical mechanics and compares it to other graduate books, such as Kardar's book which is more concise but well-organized. The speaker expresses a preference for Pathria and Beale's book and mentions taking a course from one of the authors. They also mention Landau and Lifshitz's book as a close second and briefly mention Kerson Huang's book as well. The topic of graduate statistical mechanics being a challenging subject is also brought up.
  • #1
Whitehole
132
4
I would like to know if I'm the only one finding Pathria's book not organized and somehow I have an uneasy feeling when reading it. What are other graduate books in statistical mechanics (aside from Kardar's book which is more organized but too concise)? How does Pathria's book compare to others?
 
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  • #2
I prefer Pathria and Beale to any graduate statistical mechanics book that I know of. I actually took a Statistical mechanics from one of the authors. Perhaps, Landau and Livshts is a near second. The subject graduate statistical mechanics has always been a hard one to approach. I liked statistical nechanics but I know many cases where students who do well in the course are uncomfortable with it.
 
  • #3
I just thought of another one. Statistical Mechanics by Kerson Huang, although I have only read about 100 pages in that one.
 

1. What is the main focus of Statistical Mechanics 3rd Edition by Pathria and Beale?

The main focus of this book is to provide a comprehensive and rigorous introduction to the principles and techniques of statistical mechanics, which is the study of systems with a large number of degrees of freedom.

2. Who is the target audience for this book?

This book is primarily aimed at graduate students and researchers in physics, chemistry, and related fields, who have a basic understanding of classical mechanics, thermodynamics, and quantum mechanics.

3. What are some key topics covered in this book?

The book covers a wide range of topics including classical and quantum statistical mechanics, ideal and real gases, phase transitions, critical phenomena, and many-body systems. It also includes detailed discussions on the application of statistical mechanics to various physical systems.

4. Are there any prerequisites for reading this book?

Yes, readers are expected to have a strong background in mathematics, including calculus, differential equations, and linear algebra. A basic understanding of classical mechanics, thermodynamics, and quantum mechanics is also required.

5. Is this book suitable for self-study?

While this book can be used for self-study, it is recommended to have a background in statistical mechanics or to use it as a supplement to a course on the subject. The book includes challenging exercises and problems that can be used for self-assessment and further understanding of the material.

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