Frequency‐Dependent Squeezing via Einstein–Podolsky–Rosen Entanglement Based on Silicon Nitride Microring Resonators

Abstract Considerable efforts have been devoted to augmenting the performance of displacement sensors constrained by quantum noise, particularly within high‐precision applications such as gravitational wave detection. Frequency‐dependent squeezing methodologies have adeptly exceeded the standard quantum limit in optomechanical force measurements, catalyzing profound advancements in the field. Concurrently, notable strides in integrated photonics have paved the way for the realization of integrated Kerr quantum frequency combs (QFCs). In this work, a sophisticated platform designed for the creation of Einstein–Podolsky–Rosen (EPR)‐entangled QFCs utilizing on‐chip silicon nitride microring resonators is presented. This platform facilitates an exhaustive analysis and optimization of entanglement performance, establishing a robust framework for noise mitigation. By incorporating the quantum dynamics of Kerr nonlinear microresonators, the system accommodates at least 12 continuous‐variable quantum modes, including 6 pairs of concurrently EPR‐entangled states. Moreover, through precise tuning of the detection angle of the idler mode, the signal mode transitions into a single‐mode squeezed state. Harnessing the frequency‐dependent nature of this detection angle enables the achievement of frequency‐dependent squeezing. A comparative analysis under different dispersion conditions is also presented.

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Publication Details

Journal
Advanced Quantum Technologies
Published
2024-12-31
DOI
https://doi.org/10.1002/qute.202400473
Citations
1
Primary Topic
Advanced Fiber Laser Technologies
Type
article
Field-Weighted Citation Impact
0.34

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article

Frequency‐Dependent Squeezing via Einstein–Podolsky–Rosen Entanglement Based on Silicon Nitride Microring Resonators

Mingliang Long, Guangqiang He, Bo Ji, Yang Shen et al.
1 citations
Advanced Quantum Technologies
Advanced Fiber Laser Technologies
0.34
article

Frequency‐Dependent Squeezing via Einstein–Podolsky–Rosen Entanglement Based on Silicon Nitride Microring Resonators

Mingliang Long, Guangqiang He, Bo Ji, Yang Shen, Haodong Xu, Zijun Shu, Nianqin Li, Yongjun Yang, Tengfei Wu
article en
1 citations

Abstract

Abstract Considerable efforts have been devoted to augmenting the performance of displacement sensors constrained by quantum noise, particularly within high‐precision applications such as gravitational wave detection. Frequency‐dependent squeezing methodologies have adeptly exceeded the standard quantum limit in optomechanical force measurements, catalyzing profound advancements in the field. Concurrently, notable strides in integrated photonics have paved the way for the realization of integrated Kerr quantum frequency combs (QFCs). In this work, a sophisticated platform designed for the creation of Einstein–Podolsky–Rosen (EPR)‐entangled QFCs utilizing on‐chip silicon nitride microring resonators is presented. This platform facilitates an exhaustive analysis and optimization of entanglement performance, establishing a robust framework for noise mitigation. By incorporating the quantum dynamics of Kerr nonlinear microresonators, the system accommodates at least 12 continuous‐variable quantum modes, including 6 pairs of concurrently EPR‐entangled states. Moreover, through precise tuning of the detection angle of the idler mode, the signal mode transitions into a single‐mode squeezed state. Harnessing the frequency‐dependent nature of this detection angle enables the achievement of frequency‐dependent squeezing. A comparative analysis under different dispersion conditions is also presented.

Advanced Quantum TechnologiesVol. 8(9)
Aviation Industry Corporation of China (China) (CN), Shanghai Jiao Tong University (CN), Shanghai Astronomical Observatory (CN), National Institute of Metrology (CN), East China Normal University (CN)
Innovative Research Group Project of the National Natural Science Foundation of China
Openalex Percentile: Top 37%
Advanced Fiber Laser Technologies
0.34
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