Mechanical quality factor estimation from a nonlinear optical cavity response

• URL: http://arxiv.org/abs/2609.07393v1
• Date: Mon, 07 Sep 2026 12:04:10 GMT
• Title: Mechanical quality factor estimation from a nonlinear optical cavity response
• Abstract summary: We introduce an all-optical ringdown method in the unresolved-sideband regime.<n>We derive an analytical model of the time-averaged optical cavity response probed by a weak frequency-scanning laser.<n>We apply the method to a density-modulated phononic crystal membrane placed inside a high-finesse cavity and obtain mechanical quality factors consistent with independent measurements.
• Score: 36.94429692322632
• License: http://creativecommons.org/licenses/by-nc-nd/4.0/
• Abstract: Intrinsic damping rate and quality factor ($Q$) are key parameters in optomechanical systems. However, in high-Q devices, their measurement is often challenging because probe-induced dynamical backaction (DBA) and the need to resolve and accurately track the mechanical resonance limit the performance of state-of-the-art techniques. Here, we introduce an all-optical ringdown method in the unresolved-sideband regime that exploits the nonlinear, time-averaged optical response induced by strong mechanical motion. We derive an analytical model of the time-averaged optical cavity response probed by a weak frequency-scanning laser. During the evolution of the mechanical oscillator, the excited motion modulates the Lorentzian lineshape into a double-horned profile whose peak separation enables an accurate estimation of the modulation amplitude. Tracking this response during the mechanical ringdown allows the intrinsic damping rate to be determined without resolving the mechanical oscillation. We apply the method to a density-modulated phononic crystal membrane placed inside a high-finesse cavity and obtain mechanical quality factors consistent with independent measurements on the same platform. Our method requires a minimal optical setup, while offering an in situ diagnostic and reduced impact from probe-induced DBA and robustness against measurement noise. Finally, the model can describe other resonant systems dispersively coupled to coherent frequency modulations, providing new insights and measurement strategies that expand beyond the optomechanical platform.

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