Abstract
For zero temperature, we present theoretical results for the Dingle temperatures of a two-dimensional electron gas with two occupied bands. For impurity scattering, we apply their calculation to a two-band model for valley degeneracy gv=2 and gv=4 proposed recently for silicon (111). Taking into account the density of states and screening effects of the two electron gases, we predict huge differences for the Dingle temperature of the two bands and a strong density dependence for the Dingle temperature of the first band due to screening by the second band. The mobility of the two-band model shows a strong density dependence.
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