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- W2017072168 abstract "A theoretical description of the diffusion of electrons injected at energies much greater than optical or inter-valley phonon energies into a semiconductor and their collection over a semiconductor-semiconductor barrier is given. Energy loss is assumed to be solely by collisions with high frequency phonons via the deformation-potential interaction, and specific solutions of the Boltzmann equation are obtained for a delta-function injection and parabolic bands. Application of the theory to silicon gives useful current-transfer ratio base widths of 150 Å and less, and the effect of quantum-mechanical reflection is found to be relatively unimportant. The results for the current-transfer ratios are dependent on non-parabolicity in the conduction band of silicon, and a model for the latter is described. An effective attenuation length of 360 Å is predicted for silicon. The distribution function for hot electrons should reflect the variation of density-of-states in the conduction band." @default.
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- W2017072168 date "1981-02-01" @default.
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- W2017072168 title "The diffusion of hot electrons across a semiconductor base" @default.
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- W2017072168 doi "https://doi.org/10.1016/0038-1101(81)90010-1" @default.
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