This graph presents the solution of the optical Bloch equations in the steady state:

$ \sigma_{12} = \dfrac{ (i\gamma_{12}+\delta)\Omega_0 }{ \gamma_{12}^2 + \delta^2 + 4\Omega_0^2(\gamma_{12}/\ gamma_{22}) } \\ \rho_{22} = \dfrac{ 2\Omega_0^2 }{ \gamma_{22}\gamma_{12} + \delta^2(\gamma_{12}/\gamma_{22}) + 4\Omega_0^2 } $

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