Dissipative electron-phonon system photoexcited far from equilibrium
Navinder Singh, N. Kumar

TL;DR
This paper derives the steady-state electron distribution in a photoexcited semiconductor far from equilibrium, revealing a non-equilibrium condensation at the conduction band bottom modeled through a generalized stochastic approach.
Contribution
It introduces a novel analytical model for the non-equilibrium electron distribution in semiconductors under photoexcitation, incorporating electron-electron and electron-phonon interactions with a generalized stochastic framework.
Findings
Electrons accumulate at the conduction band bottom forming a delta-function peak.
The distribution depends on phonon temperature and injection/recombination rates.
The model applies to disordered, indirect band-gap polar semiconductors with strong electron-phonon coupling.
Abstract
We derive the steady-state electron distribution function for a semiconductor driven far from equilibrium by the inter-band photoexcitation assumed homogeneous over the nanoscale sample. Our analytical treatment is based on the generalization of a stochastic model known for a driven dissipative granular gas. The generalization is physically realizable in a semiconducting sample where electrons are injected into the conduction band by photoexcitation, and removed through the electron-hole recombination process at the bottom of the conduction band. Here the kinetics of the electron-electron and the electron-phonon (bath) scattering processes, as also the partitioning of the total energy in the inelastic collisions, are duly parametrized by certain rate constants. Our analytical results give the steady-state-energy distribution of the classical (non-degenerate) electron gas as function of…
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