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喷泉钟量子化轴磁场的空间均匀性和时间稳定性是制约原子钟输出频率稳定度和不确定度的重要因素.从外磁场屏蔽、磁场线圈设计、线圈电流源稳定性等方面考虑,构建并优化设计了一套可搬运铷喷泉原子钟量子化轴磁场系统.为了消除环境磁场对量子化轴磁场的影响,使用5层坡莫合金磁屏蔽进行外磁场的屏蔽;利用4组对称的补偿线圈,通过计算给予合适的电流,获得喷泉钟内部30 cm原子自由飞行尺度内磁场波动小于1 nT;通过改善C场供电电流方式,从而优化量子化轴磁场的时间稳定性,磁场随时间的波动小于0.1 nT.优化后喷泉钟长期频率稳定度达2.9×10-16,磁场空间分布不均匀性带来的二阶塞曼频移不确定度为3.4×10-19,由磁场随时间波动带来的二阶塞曼频移的不确定度为5.1×10-17. 相似文献
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近年来,铷原子频标研究取得长足进展,频率稳定度达到10-13τ-1/2量级.为进一步改善铷频标稳定度性能,本文设计了一种高信噪比物理系统.物理系统中的腔泡组件采用微波场磁力线与量子化轴方向高度平行的开槽管式微波腔,滤光泡和吸收泡独立控温.抽运光源采用了光学滤光和同位素滤光双重滤光方案.本文实测了背景光电流I0和鉴频斜率Kd,结果分别为95 μA和7.7 nA/Hz,在此基础上计算物理系统的散弹噪声极限稳定度为7.5×10-14τ-1/2.研究结果表明,只要锁频环路的电子学噪声得到有效控制,铷频标的频率稳定度突破1×10-13τ-1/2,进入10-14τ-1/2量级是完全可能的. 相似文献
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磁屏蔽在磁场敏感的装置如原子钟、原子干涉仪等精密设备中发挥重要的作用,在变化外磁场下的某个磁屏蔽内部剩余磁场,可以通过Jiles-Atherton磁滞模型和磁屏蔽系数计算得出,根据计算结果可以进行主动补偿来抵消内部磁场的改变.然而实际应用中磁滞模型中五个与磁屏蔽相关的参数以及磁场衰减的两个参数的准确值的获得是比较困难的,通常根据实测磁滞回线人工匹配调节参数会花费大量时间且很难确保最终参数是全局最优值.基于人工神经网络的机器学习方法已经成为一种对复杂模型进行参数优化的有效手段,得益于现代计算机强大的运算能力,该过程通常远远快于人工参数调节,并有更大概率找到全局最优值,获得优于手工调节的参数值.本文利用人工神经网络在线机器学习的方法,对磁滞模型的五个参数与磁屏蔽的另外两个屏蔽相关参数进行优化测定,并对模拟卫星磁场环境下磁屏蔽内剩余磁场进行预测.通过实际测量屏蔽筒内剩余磁场与预测值比对,发现通过机器学习方法得到的磁屏蔽特性参数优于手动找到的参数,且所用时间大大缩短.该结果不仅有助于更好地进行磁场补偿,用于冷原子系统参数优化调整,更重要的是验证了神经网络在多参数物理系统中的应用,可以使其他多参数共同作用的物理实验进行最优参数的快速确定. 相似文献
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文章介绍了半个多世纪以来北京大学在原子钟与相关物理学研究方面的简况,其中包括光抽运碱金属汽室型、原子束型、激光抽运频率标准以及冷原子物理的研究.文章阐明了原子钟的基本工作原理、主要性能及其与各种物理因素的关系,叙述了提高汽室频标光抽运效率与降低各种频移和减少谱线增宽因素影响的方法.此外,还介绍了原子束频标中的Majorana跃迁研究、光抽运铯钟中解决长期工作与长期频率稳定度难题以及冷原子钟的一些设想等研究成果. 相似文献
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介绍了喷泉频标的原理与发展.喷泉频标是一项近20年来发展起来的原子钟技术,它以激光冷却技术为基础,利用该技术实现了冷原子介质的俘获与上抛.冷原子介质在上抛下落过程中首先完成原子态制备,然后两次通过微波谐振腔实现Ramsey作用,在两次作用之间原子经历自由演化,最后原子经过探测区,通过双能级荧光探测法探测原子跃迁概率得到鉴频的Ramsey干涉条纹,并实现频率锁定,其中心条纹的线宽在1Hz左右.频率稳定度和频率不确定度是喷泉频标的两个重要指标.影响喷泉钟频率稳定度的因素主要有量子投影噪声和电子学噪声,目前喷泉钟的短期稳定度为(10~(-13)—10~(-14))τ~(-1/2),长期稳定度在(10~(-16)—10~(-17))量级.喷泉频标的频率不确定度主要受二阶塞曼频移、黑体辐射频移、冷原子碰撞频移以及与微波相关的频移等的影响.目前喷泉钟的不确定度在小的10~(-16)量级.作为基准频标,喷泉钟的工作介质主要是~(133)Cs,~(87)Rb.国际各大计量机构都研制了喷泉频标,它在各地协调世界时的建立、国际原子时的校准等方面发挥着越来越重要的作用.此外,喷泉频标还用于研究高精度时频基准和时间比对链路、验证基本物理理论等. 相似文献
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《中国物理 B》2021,30(7):70601-070601
Caesium atomic fountain clock is a primary frequency standard, which realizes the duration of second. Its performance is mostly dominated by the frequency accuracy, and the C-field induced second-order Zeeman frequency shift is the major effect, which limits the accuracy improvement. By applying a high-precision current supply and high-performance magnetic shieldings, the C-field stability has been improved significantly. In order to achieve a uniform C-field, this paper proposes a doubly wound C-field solenoid, which compensates the radial magnetic field along the atomic flight region generated by the lead-out single wire and improves the accuracy evaluation of second-order Zeeman frequency shift. Based on the stable and uniform C-field, we launch the selected atoms to different heights and record the magnetically sensitive Ramsey transition|F = 3, mF=-1 → |F = 4, mF=-1 central frequency, obtaining this frequency shift as 131.03×10~(-15) and constructing the C-field profile(σ = 0.15 n T). Meanwhile, during normal operation, we lock NTSC-F2 to the central frequency of the magnetically sensitive Ramsey transition |F = 3, mF=-1 → |F = 4, mF=-1 fringe for ten consecutive days and record this frequency fluctuation in time domain. The first evaluation of second-order Zeeman frequency shift uncertainty is 0.10×10~(-15). The total deviation of the frequency fluctuation on the clock transition induced by the C-field instability is less than 2.6×10~(-17). Compared with NTSC-F1, NTSC-F2, there appears a significant improvement. 相似文献
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数字化和小型化是铷原子频标(RAFS)发展的重要方向.在传统铷原子频标电路中,6 840 MHz微波信号与频率综合器产生的5.312 5 MHz信号进行混频,得到用于激励铷原子跃迁的6 834.687 5 MHz微波探寻信号.早期铷频标的频率综合器大量使用了分立的模拟器件,数字化程度低、参数优化工作繁杂、电路体积较大.目前常用直接数字频率合成器(DDS)方案直接产生5.312 5 MHz信号,但这种数字电路方案通常需要对10 MHz信号进行倍频,它存在频谱纯度较低、相位噪声高等缺点.本文介绍一种产生5.312 5 MHz信号的频率综合器解决方案,这种设计方案在应用DDS器件时无需使用10 MHz倍频电路,它具有频谱纯度较高、相位噪声低、输出频率和相位可调等优点. 相似文献
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Analysis of the influence shifts of the acetylene of various effects on frequency saturated absorption lines 下载免费PDF全文
Frequency shifts of the acetylene saturated absorption lines at 1.5μm with temperature, gas pressure and laser power have been investigated in detail. The second-order Doppler effect, the recoil effect, the Zeeman effect, the pressure shift and the power shift are taken into consideration. The magnitudes of those shifts caused by various effects are evaluated. In order to reproduce the stability of 5.7 × 10^-14 obtained by Edwards, all necessary conditions are given. The results show that when there is a larger external magnetic field, the Zeeman shift could not be neglected, so that the shield should be employed. And the design of a long cavity is advantageous to reduce the influence of the second-order Doppler effect. The results also show that at least 4-2.5℃ temperature control for cavity can effectively prevent several effects and improve the frequency stability. 相似文献
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Analysis of the influence of various effects on frequency shifts of the acetylene saturated absorption lines 下载免费PDF全文
Frequency shifts of the acetylene saturated absorption lines at
1.5\,$\mu$m with temperature, gas pressure and laser power have been
investigated in detail. The second-order Doppler effect, the recoil
effect, the Zeeman effect, the pressure shift and the power shift
are taken into consideration. The magnitudes of those shifts caused
by various effects are evaluated. In order to reproduce the
stability of $5.7\times10^{ - 14}$ obtained by Edwards, all
necessary conditions are given. The results show that when there is
a larger external magnetic field, the Zeeman shift could not be
neglected, so that the shield should be employed. And the design of
a long cavity is advantageous to reduce the influence of the
second-order Doppler effect. The results also show that at least
$\pm $2.5\du\ temperature control for cavity can effectively prevent
several effects and improve the frequency stability. 相似文献
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用于全光铯原子磁力仪的激光器稳频技术研究 总被引:1,自引:0,他引:1
全光铯原子磁力仪是采用光学的方法实现微弱磁场检测,激光频率稳定性直接影响磁力仪的灵敏度。分析了二向色性原子蒸气激光频率锁定(Dichroic atomic vapor laser lock DAVLL)技术用于稳定激光器频率的原理,及其在全光原子磁力仪中的应用优势,发现通常的二能级原子模型不适用于分析铯原子D2线的稳频。实验测量了不同磁场下铯原子D2线基态Fg=4和Fg=3跃迁的DAVLL光谱,发现16mT是实现DAVLL稳频的最佳磁场;在此磁场附近,基态Fg=4跃迁鉴频曲线零点相对于Fg=4→Fe=5跃迁会产生6MHz/mT的线性频移,基态Fg=3跃迁鉴频曲线零点相对于Fg=3→Fe=4线会产生-9MHz/mT的线性频移。 相似文献