Theory of the strongly nonlinear electrodynamic response of graphene: A hot electron model
arXiv:1908.04631 · doi:10.1103/PhysRevB.100.115416
Abstract
An electrodynamic response of graphene to a strong electromagnetic radiation is considered. A hot electron model (HEM) is introduced and a corresponding system of nonlinear equations is formulated. Solutions of this system are found and discussed in detail for intrinsic and doped graphene: the hot electron temperature, non-equilibrium electron and holes densities, absorption coefficient and other physical quantities are calculated as functions of the incident wave frequency and intensity , of the equilibrium chemical potential and temperature , scattering parameters, as well as of the ratio of the intra-band energy relaxation time to the recombination time . The influence of the radiation intensity on the absorption coefficient at low (, ) and high (, ) frequencies is studied. The results are shown to be in good agreement with recent experimental data.
23 pages, 13 figures
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- Many-Body Effects in Third Harmonic Generation of Graphene
- Polarized light emission from graphene induced by terahertz pulses
- Heat capacity of nonequilibrium electron-hole plasma in graphene layers and graphene~bilayers
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