"The theoritical minimum" modern equivalent for solid state?

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SUMMARY

The discussion centers on the concept of a "Theoretical Minimum" for condensed matter and solid state theory, inspired by Lev Landau's rigorous exam for graduate students. Participants emphasize the need for a modernized curriculum that encompasses essential topics from Kittel and Ashcroft/Mermin, alongside coding and data analysis skills. The conversation highlights the evolution of condensed matter physics, particularly its applications in the semiconductor industry and emerging fields like climate science.

PREREQUISITES
  • Understanding of condensed matter physics principles
  • Familiarity with solid state theory as outlined in Kittel and Ashcroft/Mermin
  • Basic coding skills for data analysis in physics
  • Knowledge of topological concepts in physics
NEXT STEPS
  • Research the key topics covered in Kittel's "Introduction to Solid State Physics"
  • Explore Ashcroft and Mermin's "Solid State Physics" for foundational theories
  • Learn data analysis techniques using Python for physics applications
  • Investigate the role of topological insulators in modern physics and their implications in other fields
USEFUL FOR

Graduate students in physics, condensed matter researchers, educators in physics, and professionals in the semiconductor industry seeking to deepen their understanding of modern condensed matter theory.

zivo
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Hi, for those who don't know, Landau (Lev Davidovitch Landau) had a famous exam called "The theoretical minimum". That exam had to be passed by any future grad-student of his. That test was extremely extensive and difficult, and the student was supposed to be knowledgeable about many fields of physics. However, such an exam would probably not work today where fields are very specialized.

Now, I want to study condensed matter/solid state theory in grad school. What would be the topics of "The condensed matter minimum" if it ever came to be? (Including coding and data analysis skills.)
 
Physics news on Phys.org
Everything covered in Kittel or Ashcroft/Mermin.

Zz.
 
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WHT said:
When condensed mattter physics became king

Interesting article in this months Physics Today describing the scope of condensed matter and how it grew out of solid state

When I first saw the article in the hard copy version, I remember telling myself that I wish every bright-eyed and bush-tailed high school student and beginning college physics student would read this. And I also wish that people outside of physics who think physics is only the LHC and the Higgs and all those exotic physics would also read this before they start making broad categorization of the field of physics as a whole. Using the subfield of high energy physics, for example, to categorize the field of physics is like using just the city of Los Angeles to describe the entire United States.

Thanks for finding the online version.

Zz.
 
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ZapperZ said:
Using the subfield of high energy physics, for example, to categorize the field of physics is like using just the city of Los Angeles to describe the entire United States.

Thanks for finding the online version.

Zz.

Certainly! The sub disciplines of solid state and condensed matter were driven by the rapidly growing use of applied physics, especially in the semiconductor industry. They opened it up again to include condensed matter as liquids and fluid dynamics also became part of applied physics in industry.

What I find interesting is that condensed matter physics specialists are now applying some novel topological ideas to climate science.
 
WHT said:
What I find interesting is that condensed matter physics specialists are now applying some novel topological ideas to climate science.

Hey, if the study of Goldstone bosons in superconductors can be the impetus for the Higgs mechanism, I don't find the use of the physics from topological insulators to climate science that big of a stretch! :biggrin:

Zz.
 
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