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Frequency comparisons and absolute frequency measurements of 171Yb+ single-ion optical frequency standards

机译:频率比较和171Yb +的绝对频率测量   单离子光频标准

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摘要

We describe experiments with an optical frequency standard based on a lasercooled $^{171}$Yb$^+$ ion confined in a radiofrequency Paul trap. Theelectric-quadrupole transition from the $^2S_{1/2}(F=0)$ ground state to the$^2D_{3/2}(F=2)$ state at the wavelength of 436 nm is used as the referencetransition. In order to compare two $^{171}$Yb$^+$ standards, separatefrequency servo systems are employed to stabilize two probe laser frequenciesto the reference transition line centers of two independently stored ions. Theexperimental results indicate a relative instability (Allan standard deviation)of the optical frequency difference between the two systems of $\sigma_y(1000{\rm s})=5\cdot 10^{-16}$ only, so that shifts in the sub-hertz range can beresolved. Shifts of several hertz are observed if a stationary electric fieldgradient is superimposed on the radiofrequency trap field. The absolute opticaltransition frequency of Yb$^+$ at 688 THz was measured with a cesium atomicclock at two times separated by 2.8 years. A temporal variation of thisfrequency can be excluded within a $1\sigma$ relative uncertainty of $4.4\cdot10^{-15}$ yr$^{-1}$. Combined with recently published values for the constancyof other transition frequencies this measurement provides a limit on thepresent variability of the fine structure constant $\alpha$ at the level of$2.0\cdot 10^{-15}$ yr$^{-1}$.
机译:我们描述了基于激光冷却的$ ^ {171} $ Yb $ ^ + $离子的光频率标准进行的实验,该离子被限制在射频Paul阱中。在436 nm波长处从$ ^ 2S_ {1/2}(F = 0)$基态到$ ^ 2D_ {3/2}(F = 2)$电四极跃迁用作参考跃迁。为了比较两个$ ^ {171} $ Yb $ ^ + $标准,采用独立的频率伺服系统将两个探测激光频率稳定到两个独立存储离子的参考跃迁线中心。实验结果表明,两个系统之间的光学频率差的相对不稳定性(艾伦标准偏差)仅为$ \ sigma_y(1000 {\ rm s})= 5 \ cdot 10 ^ {-16} $,因此在可以解决亚赫兹范围。如果将静态电场梯度叠加在射频陷波场上,则可观察到几赫兹的变化。用铯原子钟以2.8年的间隔两次测量了688 THz处的Yb $ ^ + $的绝对光学跃迁频率。该频率的时间变化可以排除在$ 1 \ sigma $的相对不确定度$ 4.4 \ cdot10 ^ {-15} $ yr $ ^ {-1} $之内。结合最近发布的其他跃迁频率恒定值,此测量结果限制了精细结构常数$ \ alpha $在$ 2.0 \ cdot 10 ^ {-15} $ yr $ ^ {-1} $级别的当前变异性。

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