Cooper pairs in a band diagram

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    Band Diagram
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SUMMARY

Cooper pairs can be represented in a band diagram, although traditional band diagrams primarily illustrate the conduction properties of conductors, semiconductors, and insulators. Cooper pairs, which exhibit Bose-Einstein statistics and exist in superconductors at low temperatures, do not have a direct representation of temperature in standard band diagrams. The discussion highlights the need for multiple band diagrams at varying temperatures to accurately depict the energy levels and transitions of materials, particularly in superconducting states.

PREREQUISITES
  • Understanding of band diagrams in solid-state physics
  • Knowledge of superconductivity and Cooper pairs
  • Familiarity with Bose-Einstein statistics
  • Basic concepts of energy bands: valence band, conduction band, and forbidden energy gap
NEXT STEPS
  • Research the representation of superconducting states in band diagrams
  • Explore the effects of temperature on the energy levels of superconductors
  • Study the principles of Bose-Einstein statistics in condensed matter physics
  • Investigate the differences in band diagrams for conductors, semiconductors, and insulators at varying temperatures
USEFUL FOR

Physicists, materials scientists, and students studying superconductivity and solid-state physics will benefit from this discussion, particularly those interested in the graphical representation of energy states in superconductors.

Helena Wells
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TL;DR
How can we draw a Cooper pair in a band diagram?
Can we draw a Cooper pair in a band diagram? I know that Cooper pairs have very small energy (because they obey the Bose-Einstein statistics) but I was wondering if we could somehow plot in a band diagram and if yes how?
 
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I think that band diagram are made for to describe the conduction of different materials mainly conductors ,semi conductor and ,insulators
And their energy levels by (valance band , conduction band and forbidden energy gap)

But for the case of cooper pair its a state of superconductor which is cased due to variation in temp means low temp
but in the band diagram we don't have any representation of temp in any sort
Otherwise conductor and insulators and semi conductor request different magnitude of energy at (band gap) to jump to CD

Then they would more likely to have a number of set of different band diagram at different temperatures (states) for each material like
 
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