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This research presents a continuous-variable quantum protocol that leverages squeezed Laguerre-Gaussian modes to measure angular velocity via the rotational Doppler effect. The study demonstrates Heisenberg scaling in ideal conditions and proves that an optimized balance between displacement and squeezing allows the quantum strategy to outperform classical methods even under realistic noise. This work advances the intersection of quantum metrology and optical physics, offering a robust framework for high-precision rotation sensing using quantum resources.
Squeezing-Enhanced Rotational Doppler Metrology
arXiv:2602.04508v2 Announce Type: replace Abstract: A rotating surface can induce a frequency shift in incident light by changing its angular momentum, a phenomenon known as the rotational Doppler effect. This effect provides a means to estimate the angular velocity of the rotating surface. In this work, we develop a continuous-variable quantum protocol for estimating the angular velocity of a rotating surface via the rotational Doppler effect. Our approach exploits squeezed and displaced Laguerre-Gaussian modes as quantum resources, which interact with a rotating metallic disc with surface roughness. The frequency shift induced by the rotational Doppler effect is then measured using a homodyne detection scheme. By analyzing the Fisher information, we demonstrate that the proposed squeezing-enhanced protocol achieves Heisenberg scaling in the ideal noiseless regime. Furthermore, we investigate the influence of noise and consider different surface models to assess their impact on the protocol's performance. While Heisenberg scaling is degraded in the presence of noise, we show that optimizing the energy allocation ratio between displacement and squeezing of the probe ensures that the quantum strategy consistently outperforms its classical counterpart.
Abstract:A rotating surface can induce a frequency shift in incident light by changing its angular momentum, a phenomenon known as the rotational Doppler effect. This effect provides a means to estimate the angular velocity of the rotating surface. In this work, we develop a continuous-variable quantum protocol for estimating the angular velocity of a rotating surface via the rotational Doppler effect. Our approach exploits squeezed and displaced Laguerre-Gaussian modes as quantum resources, which interact with a rotating metallic disc with surface roughness. The frequency shift induced by the rotational Doppler effect is then measured using a homodyne detection scheme. By analyzing the Fisher information, we demonstrate that the proposed squeezing-enhanced protocol achieves Heisenberg scaling in the ideal noiseless regime. Furthermore, we investigate the influence of noise and consider different surface models to assess their impact on the protocol's performance. While Heisenberg scaling is degraded in the presence of noise, we show that optimizing the energy allocation ratio between displacement and squeezing of the probe ensures that the quantum strategy consistently outperforms its classical counterpart.
arXiv:2602.04508 [quant-ph]
(or arXiv:2602.04508v2 [quant-ph] for this version)
https://doi.org/10.48550/arXiv.2602.04508 Focus to learn more arXiv-issued DOI via DataCite
Quantum Sci. Technol. 11(3), 035017 (2026)
https://doi.org/10.1088/2058-9565/ae77e9 Focus to learn more DOI(s) linking to related resources
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