“…In the quantum mechanical mode, the coupling strength, which is determined as g = N μ e · E ∝ μ e N / V , (where N is the effective exciton number coherently contributing to the interaction with the cavity, μ e is exciton transition dipole moment, E is the vacuum field amplitude) is inversely proportional to the mode volume V . , To achieve a high coupling strength, a highly effective approach is to reduce the mode volume, V eff , for plasmonic nanocavities. Light can be confined to an ultrasmall volume, which promotes the light–matter interaction. − Recently, strong coupling has been achieved in different metallic nanostructures with small effective volumes, such as single hollow nanoparticles, gold nanobipyramids, nanorods, nanoprisms, nanocubes, and even the gaps between nanoparticles and mirrors. − However, the strong coupling regime has always been investigated in the optical spectrum, and research on coherent states in the near-infrared shortwave region (NIR-I) is limited. This is because tuning the plasmonic resonance peak to the NIR-I is difficult, while maintaining a small mode volume.…”