The collision broadening of electronic states due to interactions with phonons is included in a semiclassical transport calculation for semiconductors. The quasiparticle spectral function is used in the transition rates of a Monte Carlo simulation to study the many-body effects of the interacting electron. The full semiconductor band structure is employed through an empirical nonlocal pseudopotential method and the scattering is calculated in the Fock approximation. We find a significant increase in the high-energy tails of the electronic distribution function when the broadening is included. Comparison is made with a similar calculation employing a simpler electronic model.
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Kim et al. (1987) studied this question.
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