\( (\omega - \omega_{fg}/2 ) /\Gamma_f \)
\( \Gamma_e / \Gamma_f \)
Figure Overview and Methodology
This plot displays the maximum peak positions (\(\omega\)) of the marginal distribution for the Optimum State. The data represents the real roots derived from the marignal distribution formula.
- Calculation Method: The peak positions were computed using the standard analytical approach, specifically by finding the roots of the derivative of (Equation 33 of draft file) from the referenced paper (letter this part will be linked to the paper). This root-finding process utilizes a numerical method.
- Dynamically Plotted Lines (Data): The main curves (Peak 1 and Peak 2) represent the position of the maximum peaks as a function of the decay ratio (\(\Gamma_e / \Gamma_f\)). The curves change dynamically based on the detuning parameter, \(\delta_a / \Gamma_f\), which is controlled by the slider.
Reference Guidelines and Context
To provide context for the behavior of the two-photon system, two horizontal reference guidelines have been added, representing the central frequencies of a bidirectional system:
- The red dashed line corresponds to \(\omega_{eg} / \Gamma_f\), labeled as \(\omega_{eg}\) on the plot.
- The blue dashed line corresponds to \(\omega_{fe} / \Gamma_f\), labeled as \(\omega_{fe}\) on the plot.
Data Source and Credit
All data points visualized are pre-calculated values stored in the local file peak_data.json.
Credit: The theoretical framework and model are based on the paper: **doi: [Insert Paper DOI Here]**.