Dark states are derived for two-to-four atom cases and the single-excitation subspace of general N-atom cavity-Rydberg systems, with a characterization method via state populations.
Therefore, the system eventually relaxes to a steady state with population only in the dark state |D(1) [3]⟩and the ground state|0,g,g,g⟩
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Harnessing dark states: coherent control in coupled cavity-Rydberg-atom systems
Dark states are derived for two-to-four atom cases and the single-excitation subspace of general N-atom cavity-Rydberg systems, with a characterization method via state populations.