Abstract

The TO $\ensuremath{\Gamma}$ phonon frequencies are calculated in the frozen phonon approximation from first-principles calculations using the full-potential linearized augmented plane-wave method. A good agreement with the experimental data available for the ${A}_{1},$ ${A}_{2},$ and E modes is found. The largest deviations from experiment, obtained for the softest and the hardest of the ${A}_{1}$ modes, are shown to be due to anharmonic effects. The displacement pattern of different modes becomes available from the calculated eigenvectors. For the silent ${A}_{2}$ mode, a full set of phonon frequencies and eigenvectors is predicted from the calculation. The attribution of experimentally measured E modes is proposed on the basis of their different behavior with respect to the ${}^{6}\mathrm{Li}$ isotope shift.

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