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Determining the hyperfine structure constants of caesium 8S_(1/2) state aided by atomic coherence

机译:原子相干确定铯8S_(1/2)态的超精细结构常数

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High-sensitivity spectroscopy of caesium's higher excited 8S_(1/2) state is obtained by a coherent two-photon transition via an intermediate resonance state. The ladder-type atomic system is driven by two counter-propagating low-power diode lasers, the probe laser being tuned to the transition from the ground state to the intermediate state (6S_(1/2)-6P_(1/2)), and the coupling laser to that between the intermediate and the final state (6P_(1/2)-8S_(1/2)). By locking the probe laser and scanning the coupling laser, the electromagnetically induced transparency (EIT) peaks appear in the probe transmission when the coupling laser resonates with each of the hyperfine levels. Compared with conventional EIT, where the signal-to-noise ratio is limited by the absorptive Doppler background, here these narrow-linewidth peaks have no Doppler background. The peak centres are well determined from theoretical fits to the experimental data. To accurately measure the 8S_(1/2) hyperfine structure splitting, we developed a simple method to eliminate error arising from the nonlinear frequency scanning by employing an optical waveguide phase modulator and a confocal Fabry-Perot cavity. The hyperfine structure constants of the caesium 8S_(1/2) state are obtained from hyperfine structure splitting measurements. Systematic effects from the ac-Stark and Zeeman shifts are studied. The measured hyperfine magnetic dipole constant A = (219.08 ± 0.12) MHz is consistent with previous results.
机译:铯的更高激发态8S_(1/2)态的高灵敏度光谱是通过中间共振态通过相干双光子跃迁获得的。梯型原子系统由两个反向传播的低功率二极管激光器驱动,探测激光器被调谐到从基态到中间态的过渡(6S_(1/2)-6P_(1/2)) ,并将激光耦合到中间和最终状态(6P_(1/2)-8S_(1/2))之间。通过锁定探测激光器并扫描耦合激光器,当耦合激光器与每个超精细能级发生共振时,电磁感应的透明度(EIT)峰会出现在探测器透射中。与传统的EIT相比,传统的EIT的信噪比受吸收多普勒背景限制,此处这些窄线宽峰没有多普勒背景。根据理论与实验数据的拟合,可以很好地确定峰中心。为了准确地测量8S_(1/2)超精细结构的分裂,我们开发了一种简单的方法,以消除由于采用光波导相位调制器和共焦Fabry-Perot腔而引起的非线性频率扫描产生的误差。铯8S_(1/2)状态的超精细结构常数是从超精细结构分裂测量获得的。研究了ac-Stark和Zeeman移位的系统效应。测得的超细磁偶极常数A =(219.08±0.12)MHz与先前的结果一致。

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