Abstract:
During the study of the reflection spectra of the Bi$_{0.6}$Sb$_{1.4}$Te$_3$ crystal, a deformation of the plasma edge was detected, which increases with a decrease in temperature. The analysis of the behavior of optical functions calculated from the reflection spectra using the Kramers–Kronig relations suggests that there is a convergence of the energies of the plasmon $E_p$ and the electron transition between the nonequivalent extremes of the valence band $\Delta E$, accompanied by an increase in the electron-plasmon interaction. The changes in the real and imaginary parts of the permittivity function, as well as the energy loss functions occurring during the convergence of $E_p$ and $\Delta E$ are described. It is established that the convergence of $E_p$ and $\Delta E$ leads to the splitting of the peak of the energy loss function into two maxima, the spectral position of which does not change with a decrease in temperature from 101 to 78 K.