B How does lattice vibration affect electron mobility in semiconductor?

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Lattice vibrations, or phonons, significantly impact electron mobility in semiconductors, particularly as temperature rises, leading to increased phonon scattering and reduced mobility. This effect is more pronounced in crystalline materials compared to amorphous ones, as higher temperatures dampen spatial correlations, making crystalline materials behave similarly to polycrystalline or amorphous structures. Reliable experimental methods and datasets are sought for modeling these effects in materials like silicon and GaAs. The Debye-Waller factor is mentioned as a potential model for understanding these thermal vibrations. Overall, the relationship between temperature, lattice vibrations, and electron mobility is crucial for semiconductor performance.
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Hi everyone,
I'm currently studying how temperature impacts electron mobility in semiconductors, particularly in relation to lattice vibrations (phonons). I understand that as temperature increases, phonon scattering increases, which reduces mobility but I’m trying to get a more detailed understanding of how this is modeled or measured in real-world materials like silicon or GaAs.
Has anyone worked on this topic or can point me to a reliable experimental method or dataset? Also, does this effect vary significantly between crystalline and amorphous materials?
Would appreciate any thoughts, resources, or experiences!
References:
Thanks in advance!
 
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One way to model and measure the impact of thermal lattice vibrations for crystalline materials is the
https://en.wikipedia.org/wiki/Debye–Waller_factor (edit: there are better references than wikipedia for the measurements and empirical models, but I am too lazy at the moment)
It damps higher (spatial) frequency correlations (edit: maybe I should describe this differently, but I am too lazy at the moment), and thereby effectively reduces the range of the spatial crystal order. So the crystalline material behaves increasingly similar to a polycrystalline or amorphous material. But note that room temperature is often a quite low temperature from the perspective of insulating or semiconducting materials, so take this only as an indication of the trend.
 
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A relative asked me about the following article: Experimental observation of a time rondeau crystal https://www.nature.com/articles/s41567-025-03028-y I pointed my relative to following article: Scientists Discovered a Time Crystal That Reveals a New Way to Order Time https://www.yahoo.com/news/articles/scientists-discovered-time-crystal-reveals-180055389.html This area is outside of my regular experience. I'm interested in radiation effects in polycrystalline material, i.e., grain...

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