Valance band to Conduction Band (Valance Electron), Energy Band Gap Levels

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SUMMARY

The discussion focuses on calculating the energy gap for periodic elements, specifically transitioning from the valence band to the conduction band. Participants inquire about available tables or constants that detail energy gap levels at various temperatures and pressures. It is established that the energy gap can be experimentally determined using methods involving photons and spectrometers. Additionally, it is noted that metals like tin do not possess a band gap, which is a critical aspect for understanding energy levels in solid-state physics.

PREREQUISITES
  • Understanding of solid-state physics concepts
  • Familiarity with energy band theory
  • Knowledge of experimental methods for measuring energy levels
  • Basic principles of thermodynamics and temperature effects on materials
NEXT STEPS
  • Research energy band gap calculations for various materials
  • Study the experimental techniques for measuring energy gaps, such as photoluminescence and spectroscopy
  • Explore solid-state physics textbooks, particularly "Introduction to Solid State Physics" by Charles Kittel
  • Investigate databases or tables that list energy gaps for different elements and compounds
USEFUL FOR

Students and professionals in materials science, solid-state physicists, and anyone involved in semiconductor research or energy gap analysis will benefit from this discussion.

GoldenAtlantis
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I am looking to calculate the energy gap of for starters periodic elements and were wondering how we could get the list and calculation. Is there a table somewhere based on certain temperatures and constants of energy gap level? We would like to get a list of the energy gap energy for valance electrons. This would be for crossing from valance band through the energy band gap to the conduction band. We were wondering if this is calculated or experimentally determined (With photon, heat, spectrometer, etc). So that we could extrapolate out to other elements; if we had these constants how could we get the energy level?

Example:
Material: Solid, Element: Tin (Sn), Valance electrons: 4, Temp: 300K, Pressure: Ambient, Quantity of atoms: 1 atom, Velocity: Not sure, Density: at moment one atom, Not sure if this has effect (Fermi), Fermi Energy: 12.2 eV, Fermi Temp: 11.8x10^4K, Fermi Velocity: 1.9x10^6 m/s, Free electron density: 14.8 N/Vx10^28/m^3

What elements of above or missed data would be needed to calculate energy gap level at various temps/pressure? Or is the gap not calculated and experimentally determined (If so is there a table at some constants), if so any table/source for elements and compounds would be helpful.

Tried these but you need the wave length or frequency which would mean table. E=hc/λ, E=hf

Thanks, any sources to review or read would be great.
 
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Well, tin is a metal, so it doesn’t have a band gap. I would recommend a decent introductory solid state physics book to get you started (Kittel, for example).
 

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