Exciton-polaritons in cuprous oxide: Theory and comparison with experiment
arXiv:1711.04482 · doi:10.1103/PhysRevB.96.245202
Abstract
The observation of giant Rydberg excitons in cuprous oxide up to a principal quantum number of by T.~Kazimierczuk \emph{et al.} [Nature \textbf{514}, 343, (2014)] inevitably raises the question whether these quasi-particles must be described within a multi-polariton framework since excitons and photons are always coupled in the solid. In this paper we present the theory of exciton-polaritons in . To this end we extend the Hamiltonian which includes the complete valence band structure, the exchange interaction, and the central-cell corrections effects, and which has been recently deduced by F.~Schweiner \emph{et al.} [Phys.~Rev.~B \textbf{95}, 195201, (2017)], for finite values of the exciton momentum . We derive formulas to calculate not only dipole but also quadrupole oscillator strengths when using the complete basis of F.~Schweiner \emph{et al.}. Very complex polariton spectra for the three orientations of along the axes , , and of high symmetry are obtained and a strong mixing of exciton states is reported. The main focus is on the ortho exciton-polariton, for which pronounced polariton effects have been measured in experiments. We set up a matrix model, which accounts for both the polariton effect and the -dependent splitting, and which allows treating the anisotropic polariton dispersion for any direction of . We especially discuss the dispersions for being oriented in the planes perpendicular to and , for which experimental transmission spectra have been measured. Furthermore, we compare our results with experimental values of the -dependent splitting, the group velocity, and the oscillator strengths of this exciton-polariton.
Accepted for publication in Phys. Rev. B. Main paper + Supplemental material
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