Abstract

The effect of lattice heating by laser pulses on the dynamics of electron plasma generation in transparent solids has been theoretically studied. Several ways of taking into account the contribution of the phonon spectrum heating to the electron avalanche dynamics, depending on the type of the effective (with respect to the field energy transfer to electrons) phonons and laser pulse duration, have been proposed. A comparative analysis of the results of Monte Carlo computation of electron gas heating in the laser pulse field, which were obtained for cold and heated lattices, has been performed. It is shown that the consideration of the effect of lattice heating on the probabilities of electron-phonon and electron-phonon-photon scattering leads to an increase in the avalanche rate, which is more pronounced at longer wavelengths of the incident radiation and under longer laser pulses. Some qualitative features of the redistribution of the energy, absorbed during a pulse, between the electron plasma and lattice are revealed, which suggest initiation of irreversible microscopic changes in the insulator. In particular, the ratio R of the energy accumulated in the electron subsystem to the excess (with respect to the initial equilibrium state) energy in the phonon subsystem has been calculated for different initial lattice temperatures. It is shown that this ratio increases with a decrease in the laser wavelength in the computation scheme with lattice heating disregarded and decreases at all pulse durations when the lattice heating is taken into account.

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