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This study proposes a four-channel dissipative coupling model in thermal atomic systems that achieves fourth-order exceptional points, offering significantly enhanced sensitivity over second-order counterparts. The authors address the critical experimental challenge of fine-tuning by utilizing electromagnetically induced transparency spectroscopy to determine complex energy spectra. Crucially, the work identifies a fundamental sensitivity-robustness trade-off under experimental noise, providing a realistic framework for developing high-performance quantum sensing schemes.
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Sensitivity Enhancement near High-Order Exceptional Points via Dissipative Couplings

arXiv2 min de cititArticolul și perspectiva sunt în engleză.

arXiv:2606.10865v1 Announce Type: new Abstract: High-order exceptional points (EPs) emerging in non-Hermitian systems have attracted broad interest for their significantly enhanced sensitivity to perturbations. However, quantum sensing schemes based on high-order EPs remain scarce, due to the experimental challenge of fine-tuning the system to such an extremely sensitive isolated point. Here we propose a four-channel dissipative coupling model that supports both fourth-order exceptional surfaces and second-order exceptional volumes. This non-Hermitian model can be realized in a thermal atomic system, and its complex energy spectra can be determined via electromagnetically induced transparency spectroscopy. The proposed model exhibits a characteristic fourth-order response to multiple physical quantities such as the laser detuning and the distance between optical channels, significantly surpassing the response of second-order EPs. We further reveal the sensitivity-robustness trade-off under experimental noise. Our work opens a route toward high-performance sensing leveraging higher-order EPs.

Abstract:High-order exceptional points (EPs) emerging in non-Hermitian systems have attracted broad interest for their significantly enhanced sensitivity to perturbations. However, quantum sensing schemes based on high-order EPs remain scarce, due to the experimental challenge of fine-tuning the system to such an extremely sensitive isolated point. Here we propose a four-channel dissipative coupling model that supports both fourth-order exceptional surfaces and second-order exceptional volumes. This non-Hermitian model can be realized in a thermal atomic system, and its complex energy spectra can be determined via electromagnetically induced transparency spectroscopy. The proposed model exhibits a characteristic fourth-order response to multiple physical quantities such as the laser detuning and the distance between optical channels, significantly surpassing the response of second-order EPs. We further reveal the sensitivity-robustness trade-off under experimental noise. Our work opens a route toward high-performance sensing leveraging higher-order EPs.

arXiv:2606.10865 [quant-ph]

(or arXiv:2606.10865v1 [quant-ph] for this version)

https://doi.org/10.48550/arXiv.2606.10865 Focus to learn more arXiv-issued DOI via DataCite (pending registration)

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