Better book on Statistical Mechanics

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SUMMARY

Graduate students in solid state physics seeking comprehensive resources on equilibrium statistical physics should consider alternatives to Plischke and Bergersen's "Equilibrium Statistical Physics." The discussion highlights dissatisfaction with the book's treatment of Mean Field Theories and the Ising model, particularly its lack of detailed explanations. Recommendations for more thorough texts that cover advanced statistical physics with a solid state focus are sought. The Caltech lectures by Kip Thorne are mentioned as a supplementary resource for statistical analysis.

PREREQUISITES
  • Understanding of equilibrium statistical physics concepts
  • Familiarity with Mean Field Theories
  • Knowledge of the Ising model
  • Basic principles of solid state physics
NEXT STEPS
  • Research advanced textbooks on statistical mechanics, focusing on solid state applications
  • Explore Kip Thorne's Caltech lectures on statistical analysis for additional insights
  • Investigate alternative resources such as "Statistical Mechanics" by R.K. Pathria and Paul D. Beale
  • Look into online courses or lectures specifically addressing advanced statistical physics topics
USEFUL FOR

Graduate students in solid state physics, educators in statistical mechanics, and researchers seeking in-depth understanding of advanced statistical physics concepts.

Erythro73
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Hi! I'm a graduate student in solid state physics and I have to follow a graduate course on equilibrium statistical physics, and we're using Plischke and Bergersen's book on "Equilibirum Statistical Physics". Presently, we're seeing Mean Field Theories and Ising model, but somehow, I'm not satisfied with the books, who skips a lot of steps behind each equations. The explanations given doesn't satisfy me either.

I wonder if you would have recommandations for a better book who covers the same range of subjects, solid state-oriented advanced statistical physics.
 
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Below is a link to the Caltech lectures of Kip Thorne's ph 136 Classical Physics course.

http://www.pma.caltech.edu/Courses/ph136/yr2008/

There is a whole section devoted to stastical analysis.

Thanks
Matt
 

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