A source for solved problems in Kinetic theory of gases

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SUMMARY

The discussion centers on the challenges faced by students studying kinetic theory of gases using Mehran Kardar's textbook on statistical mechanics. Participants express difficulty with the exercise problems due to the lack of solved examples and the terse nature of the text. Recommendations for alternative textbooks include "Statistical Mechanics" by R. K. Pathria, "Thermal Physics" by Charles Kittel, and "Problems on Statistical Mechanics" by D.A.R. Dalvit, which provide more comprehensive coverage and solved problems relevant to kinetic theory.

PREREQUISITES
  • Understanding of statistical mechanics concepts
  • Familiarity with kinetic theory fundamentals
  • Knowledge of Liouville's theorem and the Boltzmann equation
  • Basic grasp of conservation laws in hydrodynamics
NEXT STEPS
  • Research "Statistical Mechanics" by R. K. Pathria for detailed explanations and solved problems
  • Explore "Thermal Physics" by Charles Kittel for additional insights into kinetic theory
  • Study "Problems on Statistical Mechanics" by D.A.R. Dalvit for practical problem-solving techniques
  • Review supplementary materials on the Boltzmann equation and H theorem for deeper understanding
USEFUL FOR

Students of statistical mechanics, educators seeking teaching resources, and anyone looking to enhance their understanding of kinetic theory through solved examples and comprehensive textbooks.

kini.Amith
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I am doing a course on statistical mechanics and we are using the textbook by Mehran Kardar. We are currently dealing with a chapter on kinetic theory. The problem is, I find the exercise problems to be quite tough (and many of my classmates agree with me), and there are no good solved examples that help familiarize with the topics first. Moreover, the text is quite terse and doesn't prepare me for the problems. Are there other textbooks that discuss kinetic theory, with solved examples. I would later like to do the problems in Kardar myself.
(The contents of the chapter includes liouville's theorem, BBGKY, Boltzmann equation, H theorem, eqbm properties, conservation laws 0th order and 1st order hydrodynamics. Most of the other textbooks I have seen either do not discuss kinetic theory in as much detail, or they are scattered all over the text. One book that does include most of these is by Tolman, but there isn't a single problem, not even exercises in the whole text.)
 
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