The main charge carrier in the ionic crystal is polaron or conduction?

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SUMMARY

The discussion centers on the charge carriers in TiO2-Rutile crystals under UV light exposure. Quantum mechanical calculations indicate that small electron polarons are the dominant charge carriers in rutile-TiO2, while anatase-TiO2 primarily features free-like electrons or large polarons. The proportion of conduction band electrons that form polarons versus remaining free is influenced by the intensity and wavelength of the UV light. This highlights the importance of understanding the specific conditions affecting photoconductivity in these materials.

PREREQUISITES
  • Understanding of photoconductivity in semiconductors
  • Familiarity with TiO2 crystal structures (Rutile and Anatase)
  • Knowledge of quantum mechanical calculations in condensed matter physics
  • Basic principles of electron polarons and their formation
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  • Research the effects of UV light intensity on charge carrier dynamics in TiO2
  • Explore quantum mechanical models for electron polaron formation
  • Investigate the differences in photoconductivity between rutile and anatase TiO2
  • Learn about the implications of polarons in semiconductor applications
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Researchers in condensed matter physics, materials scientists, and engineers working with semiconductor materials, particularly those focusing on photoconductivity and charge carrier behavior in TiO2 crystals.

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TL;DR
Suppose I have a perfect crystal(e.g.TiO2-Rutile, band gap=3ev), under UV light, there should photoconductivity, according to the condensed matter theory, some of these excited conduction band electrons would form small polarons, I am wondering how many percent of the free conduction band electrons would form polarons, and how many of them would stay as free electrons until recombination with holes?
Suppose I have a perfect crystal(e.g.TiO2-Rutile, band gap=3ev), under UV light, there should photoconductivity, according to the condensed matter theory, some of these excited conduction band electrons would form small polarons, I am wondering how many percent of the free conduction band electrons would form polarons, and how many of them would stay as free electrons until recombination with holes?
 
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The answer will depend on the intensity, and also the wavelength of the UV light.
 

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