aiqbench analysis
This study demonstrates that tuning cavity optomechanical systems into a regime of enhanced susceptibility allows weak perturbations to generate disproportionately large responses, significantly improving estimation precision. Theoretical analysis confirms that this amplified sensitivity is accessible via standard heterodyne detection protocols, bridging the gap between quantum Fisher information and practical measurement capabilities. By establishing amplified optomechanical dynamics as a controllable resource, the work offers a viable pathway for advancing quantum sensing and metrology without requiring exotic measurement setups.
Optomechanically controlled response amplification for enhanced quantum sensing
arXiv:2606.09716v1 Announce Type: new Abstract: We show that strongly amplified dynamical responses in cavity optomechanical systems can be harnessed for enhanced quantum sensing. By tuning the optomechanical interaction to a regime of enhanced susceptibility, weak perturbations produce disproportionately large changes in the system response, leading to substantially improved estimation precision. Using Gaussian estimation theory, we demonstrate that the quantum Fisher information exhibits a divergent scaling as the perturbation strength decreases, implying a corresponding suppression of the estimation error. We further show that heterodyne detection of the output cavity field yields the classical Fisher information with the same asymptotic scaling as the quantum Fisher information, demonstrating that the enhanced sensitivity is accessible with a standard measurement protocol. These results identify amplified optomechanical dynamics as a controllable resource for quantum enhanced sensing and metrology.
Abstract:We show that strongly amplified dynamical responses in cavity optomechanical systems can be harnessed for enhanced quantum sensing. By tuning the optomechanical interaction to a regime of enhanced susceptibility, weak perturbations produce disproportionately large changes in the system response, leading to substantially improved estimation precision. Using Gaussian estimation theory, we demonstrate that the quantum Fisher information exhibits a divergent scaling as the perturbation strength decreases, implying a corresponding suppression of the estimation error. We further show that heterodyne detection of the output cavity field yields the classical Fisher information with the same asymptotic scaling as the quantum Fisher information, demonstrating that the enhanced sensitivity is accessible with a standard measurement protocol. These results identify amplified optomechanical dynamics as a controllable resource for quantum enhanced sensing and metrology.
15 pages, 3 figures, appendix included. Feedback and suggestions are appreciated
arXiv:2606.09716 [quant-ph]
(or arXiv:2606.09716v1 [quant-ph] for this version)
https://doi.org/10.48550/arXiv.2606.09716 Focus to learn more arXiv-issued DOI via DataCite (pending registration)
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Full text under the publisher's open licence · 229 words
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