Abstract
The classical theory for the scattering of electromagnetic radiation by a cylinder described by a local dielectric response function is extended to the case of a cylinder with spatial dispersion where two transverse exciton-polariton waves and one longitudinal one are excited. The normal-incidence extinction width spectra of the cylinder in the region of an isolated exciton transition are calculated using Pekar's additional boundary conditions. It is found that the spatial dispersion results in pronounced shifts of the main peaks in these spectra.
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