Fig. 2: Optical frequency combs (OFCs) generated by the spatially uniform adiabatic modulation of a parabolic SNAP bottle microresonator. | Communications Physics

Fig. 2: Optical frequency combs (OFCs) generated by the spatially uniform adiabatic modulation of a parabolic SNAP bottle microresonator.

From: Optimized frequency comb spectrum of parametrically modulated bottle microresonators

Fig. 2

The blue and red lines correspond to the OFC spectrum obtained from numerical solution of Eq. (3) for constant modulation amplitudes \(\delta {\nu }_{{{\mbox{par}}}}=2\) GHz (blue line) and \(\delta {\nu }_{{{\mbox{par}}}}=0.75\) GHz (orange line), respectively. In both cases, the Q-factor is \({Q}_{{q}_{0}}=1.2\times {10}^{7}\). The blue squares and the orange triangles correspond to the spectrum found from Eq. (8) for \(\delta {\nu }_{{{\mbox{par}}}}=2\) GHz and \(\delta {\nu }_{{{\mbox{par}}}}=0.75\) GHz, respectively.

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