Light–matter coupling in plasmonic nanocavities
has been
widely studied in the past years. Yet, for core–shell particles,
popular electromagnetic models that use the classical Lorentz oscillator
to describe the shell predict extinction spectra with three maxima,
if the plasmon and the shell absorption are in resonance. In contrast,
experiments exhibit only two peaks, as also expected from simple quantum
models of hybrid states. In order to reconcile the convenient and
widely used classical electromagnetic description with experimental
data, we connect it to the quantum world by conceiving a heuristic
quantum model. Our model is based on the permittivity of a two-level
system in a classical electric field derived from the optical Bloch
equations. The light–matter coupling is included via the collective
vacuum Rabi frequency Ω0. Using our model, we obtain
excellent agreement with a series of experimental extinction spectra
of particles with various coupling strengths due to a systematic size
variation. The suppression of the third maximum, which mainly stems
from the absorption in the shell, can be interpreted as a vacuum induced
power broadening, which may occur in lossy (plasmonic) cavities below
the strong-coupling regime.