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一种原子钟频率稳定度的估计方法
引用本文:王玉琢,张爱敏,张越,杨志强.一种原子钟频率稳定度的估计方法[J].计量学报,2018,39(3):397-400.
作者姓名:王玉琢  张爱敏  张越  杨志强
作者单位:中国计量科学研究院, 北京 100029
基金项目:国家重点研发计划(2016YFF0200203)
摘    要:为了更合理地评估处于相同实验条件下原子钟的绝对频率稳定度,以理论视角分析了算法模型及求解过程,研究了噪声相关条件下绝对频率稳定度的估计方法。用3台原子钟仿真数据对该方法进行了评定,假设噪声独立条件下随着噪声相关性的增强测试结果不断偏离频率稳定度真值;考虑噪声相关条件下测试结果与频率稳定度真值相对误差不超过1.7%。该方法被进一步应用到中国计量科学研究院实验室4台铯原子钟,360天实际测量数据验证了其有效性。

关 键 词:计量学  原子钟相关性  频率稳定度  协方差矩阵  阿伦方差  
收稿时间:2017-02-24

A Method for Estimating Frequency Stability of Atomic Clock
WANG Yu-zhuo,ZHANG Ai-min,ZHANG Yue,YANG Zhi-qiang.A Method for Estimating Frequency Stability of Atomic Clock[J].Acta Metrologica Sinica,2018,39(3):397-400.
Authors:WANG Yu-zhuo  ZHANG Ai-min  ZHANG Yue  YANG Zhi-qiang
Affiliation:National Institute of Metrology, Beijing 100029, China
Abstract:To evaluate reasonably the absolute frequency stability of atomic clocks in the same experimental condition, this paper analyzed the algorithm model and solving process theoretically and studied the method for estimating absolute frequency stability when correlated noises exsisted. It is evaluated by the simulated data of three atomic clocks. Under the assumption of independent noises, the deviation between the test result and theoretical value became larger with the increase of the noise correlation. Considering the noise correlation, the relative error of the test result is always less than 1.7%. The effectiveness of the method was further proved with 360-day real data of four cesium clocks in NIM (National Institute of Metrology) time keeping lab.
Keywords:metrology  correlation between atomic clocks  frequency stability  covariance matrix  Allan varianc  
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