Fig. 5: Determination of the spin-cavity coupling constant for θ2. | Communications Physics

Fig. 5: Determination of the spin-cavity coupling constant for θ2.

From: Spin-photon interaction between a ruby crystal and a high-critical-temperature superconducting microwave cavity

Fig. 5

Evolution of the cavity quality factor Qs with detuning Δ at selected temperatures for the transitions \({{{{\rm{T}}}}}_{3}^{{\theta }_{2}}\) (a) and \({{{{\rm{T}}}}}_{1}^{{\theta }_{2}}\) (b). Symbols correspond to data extracted from the Lorenztian fit of S21(ω)2 and full lines to the fit to Eq. (7). Magnitude of S21(ω) in color scale as a function of detuning across the two Electron Spin Resonance (ESR) transitions, \({{{{\rm{T}}}}}_{3}^{{\theta }_{2}}\) (c) and \({{{{\rm{T}}}}}_{3}^{{\theta }_{2}}\) (d). The light blue dashed lines represent the resonance frequency ωr extracted from the simulations of Eq. (5) assuming the values of \(\bar{\Omega }\) and γs determined by the fit of Qs, while the black dashed lines represent the vacuum Rabi frequencies ω± defined in Eq. (6).

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