The relaxation of an electron excited to the high energy region, is accompanied by the creation of various excitations (plasmons, quasi-particles, phonons). The stages of this many-body, non-stationary phenomenon (cascade) are described microscopically. The electron distribution function $n(\varepsilon,t)$ and characteristic times for the whole energy range, are calculated
The relaxation rate of a localized electronic state interacting with localized vibrational states (f...
Excitation of insulators above the edge of band-to-band transitions creates a vide range of free (el...
The present note extends to the actual cascade process a result already established by Scott and Uhl...
We examine the exact equation of motion for the relaxation of populations of strongly correlated ele...
We examine the problem of how excited populations of electrons relax after they have been excited by...
The relaxation of the electron energy on the lattice fluctuations in metals is studied. The energy d...
We describe a method for treating the time-dependent behavior of the electron cloud surrounding eac...
A molecular-dynamic (MD) code is used to calculate the temporal evolution of nonequilibrium electron...
We relate the energy dissipation processes at the femtosecond (electron-spin relaxation time τel-sp)...
The dynamic response of an interacting electron system is determined by an extension of the relaxati...
The relaxation effects and the kinetics of the liquid-glass transition are controlled by the molecul...
A molecular-dynamic (MD) code for calculating the relaxation of an arbitrary electron energy distrib...
The processes in disordered solid neon irradiated with photons in the energy range of 4–400 Ry are s...
It is important that any dynamics method approaches the correct popu-lation distribution at long tim...
The relaxation of the electron energy distribution function (edf) in vibrationally excited N2 post d...
The relaxation rate of a localized electronic state interacting with localized vibrational states (f...
Excitation of insulators above the edge of band-to-band transitions creates a vide range of free (el...
The present note extends to the actual cascade process a result already established by Scott and Uhl...
We examine the exact equation of motion for the relaxation of populations of strongly correlated ele...
We examine the problem of how excited populations of electrons relax after they have been excited by...
The relaxation of the electron energy on the lattice fluctuations in metals is studied. The energy d...
We describe a method for treating the time-dependent behavior of the electron cloud surrounding eac...
A molecular-dynamic (MD) code is used to calculate the temporal evolution of nonequilibrium electron...
We relate the energy dissipation processes at the femtosecond (electron-spin relaxation time τel-sp)...
The dynamic response of an interacting electron system is determined by an extension of the relaxati...
The relaxation effects and the kinetics of the liquid-glass transition are controlled by the molecul...
A molecular-dynamic (MD) code for calculating the relaxation of an arbitrary electron energy distrib...
The processes in disordered solid neon irradiated with photons in the energy range of 4–400 Ry are s...
It is important that any dynamics method approaches the correct popu-lation distribution at long tim...
The relaxation of the electron energy distribution function (edf) in vibrationally excited N2 post d...
The relaxation rate of a localized electronic state interacting with localized vibrational states (f...
Excitation of insulators above the edge of band-to-band transitions creates a vide range of free (el...
The present note extends to the actual cascade process a result already established by Scott and Uhl...
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