An averaging procedure is applied to inelastic acoustic-phonon scattering w
hich leads to lattice-temperature-dependent constants for the phonon energy
and the square of the phonon wave vector. The resulting scattering rate de
pends on energy only thus facilitating the search of after-scattering state
s in full-band Monte Carlo simulations. The model still accurately reproduc
es the velocity-field characteristics over a wide range of lattice temperat
ures, but in silicon the hot-hole tail of the energy distribution is strong
ly enhanced compared with the elastic equipartition approximation. (C) 2001
American Institute of Physics.