Energy Bands Formation.pdf

SSP_L3_chapter3_ocw.pdf
Preview of Energy Bands Formation
🔗 Source: ocw.tudelft.nl
📊 Size: 4.07 MB
👤 Author: kees
⬇️ Downloads: 272

Summary

Electron energy is quantized in a finite space and the Pauli exclusion principle states that one quantum state can be occupied by only one electron. When atoms are brought close together, their energy states split into bands of allowed energies, resulting in quasi-continuous bands when the number of atoms is large. As atoms come closer, outermost shell states split first, and other energy states may or may not split, creating forbidden energy bands. In a crystal lattice, the lower (valence) band is full and the upper (conduction) band is empty at 0K, with the actual splitting being more complex.

Description

Electron energy is quantized in a finite space and the Pauli exclusion principle states that one quantum state can be occupied by only one electron.

Technical Information

  • File Format: PDF
  • File Size: 4.07 MB
  • Pages: 81
  • Language: EN
  • Author: kees
  • Total Downloads: 272
  • Last Updated: 1 week ago

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