TY - JOUR
T1 - Ultrasensitive Optical Rotation Detection With Closed-Loop Suppression of Spin Polarization Error
AU - Heng, Xing
AU - Wei, Kai
AU - Zhao, Tian
AU - Xu, Zitong
AU - Cao, Qian
AU - Huang, Xiaofei
AU - Zhai, Yueyang
AU - Ye, Mao
AU - Quan, Wei
N1 - Publisher Copyright:
© 1963-2012 IEEE.
PY - 2023
Y1 - 2023
N2 - Optical rotation detection system (ORDS) utilizing quantum nondemolition (QND) measurement methods is widely applied in the field of quantum metrology and quantum information. However, the sensitivity of ORDS is limited by the uncertainty from optical-couple noise during the measurement of the atomic spin ensemble. In this study, we specifically analyze the mechanism of optical-couple noise caused by the fluctuations of probe light's polarization in the modulated ORDS with a new model established to describe atomic spin precession in this particular condition. It is discovered that transverse electron-spin polarization errors are generated by the residual probe photon spin polarization in the ORDS, which results in extra coupling magnetic noise. In order to suppress this noise, a novel in situ method is proposed that the resultant electron-spin errors are reduced by a specifically designed closed-loop system. The results are verified through the ORDS in a co-magnetometer. After zeroing the extra probe photon spin polarization, an angular sensitivity better than 1 times 10 ^{mathrm {-8}} rad/Hz ^{mathrm {1/2}} is achieved for frequencies higher than 5 Hz, demonstrating a probe background noise of 0.26 fT/Hz ^{mathrm {1/2}}@14.5 Hz, approaching electronic noise and photon shot noise (PSN). With closed-loop control, the optical rotation bias instability is promoted by 4.2 times (from 107.9 to 25.7 mu rad/h), and the angular noise of the ORDS is reduced by 2.4 times at 1-100 Hz. The measurement uncertainty of the realized ORDS nears the standard quantum limit, paving the road for long-term ultrasensitive measurements for new physics explorations.
AB - Optical rotation detection system (ORDS) utilizing quantum nondemolition (QND) measurement methods is widely applied in the field of quantum metrology and quantum information. However, the sensitivity of ORDS is limited by the uncertainty from optical-couple noise during the measurement of the atomic spin ensemble. In this study, we specifically analyze the mechanism of optical-couple noise caused by the fluctuations of probe light's polarization in the modulated ORDS with a new model established to describe atomic spin precession in this particular condition. It is discovered that transverse electron-spin polarization errors are generated by the residual probe photon spin polarization in the ORDS, which results in extra coupling magnetic noise. In order to suppress this noise, a novel in situ method is proposed that the resultant electron-spin errors are reduced by a specifically designed closed-loop system. The results are verified through the ORDS in a co-magnetometer. After zeroing the extra probe photon spin polarization, an angular sensitivity better than 1 times 10 ^{mathrm {-8}} rad/Hz ^{mathrm {1/2}} is achieved for frequencies higher than 5 Hz, demonstrating a probe background noise of 0.26 fT/Hz ^{mathrm {1/2}}@14.5 Hz, approaching electronic noise and photon shot noise (PSN). With closed-loop control, the optical rotation bias instability is promoted by 4.2 times (from 107.9 to 25.7 mu rad/h), and the angular noise of the ORDS is reduced by 2.4 times at 1-100 Hz. The measurement uncertainty of the realized ORDS nears the standard quantum limit, paving the road for long-term ultrasensitive measurements for new physics explorations.
KW - Atomic co-magnetometers
KW - closed-loop control
KW - optical rotation detection
KW - optical-couple noise
KW - quantum nondemolition (QND) measurement
UR - https://www.scopus.com/pages/publications/85147302103
U2 - 10.1109/TIM.2023.3237208
DO - 10.1109/TIM.2023.3237208
M3 - 文章
AN - SCOPUS:85147302103
SN - 0018-9456
VL - 72
JO - IEEE Transactions on Instrumentation and Measurement
JF - IEEE Transactions on Instrumentation and Measurement
M1 - 1501012
ER -