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磁光阱异面空间角度测量及测量不确定度评定
引用本文:朱 进,黄 垚,朱维斌,薛 梓,邹 伟. 磁光阱异面空间角度测量及测量不确定度评定[J]. 仪器仪表学报, 2022, 43(1): 103-110
作者姓名:朱 进  黄 垚  朱维斌  薛 梓  邹 伟
作者单位:1. 中国计量大学计量测试工程学院;2. 中国计量科学研究院;3. 浙江大学光学科学与工程学院现代光学仪器国家重点实验室
基金项目:国家自然科学基金(51935004)项目资助;
摘    要:随着空间几何量精密测量技术在装备制造工业的制造与装配过程中应用越来越广泛,角度计量正在从平面角度向空间角度发展。针对磁光阱的异面空间角度进行测量,使用平行平晶作为标准平面引出待测面法向量,并将其空间角度有效的划分成水平投影角和竖直投影角两个平面角度进行测量,保证了空间角度的可溯源性,得到磁光阱各待测面法向量间的空间角度偏差最大值为0.286 0 mrad;然后通过蒙特卡洛法评定该方法的测量不确定度为0.095 9 mrad;最后与三坐标测量机法比对结果中偏差最大值为0.184 2 mrad,在考虑待测面平面度指标为±0.145 4 mrad时,二者的一致性良好。目前该方法已在NIM5铯原子喷泉钟物理真空子系统的研制中进行了应用,证明了该方法能够满足测量的准确度要求。

关 键 词:空间角度  计量学  测量不确定度  蒙特卡洛法

Measurement of spatial angle of different surfaces of magneto-optical trapand evaluation of measurement uncertainty
Zhu Jin,Huang Yao,Zhu Weibin,Xue Zi,Zou Wei. Measurement of spatial angle of different surfaces of magneto-optical trapand evaluation of measurement uncertainty[J]. Chinese Journal of Scientific Instrument, 2022, 43(1): 103-110
Authors:Zhu Jin  Huang Yao  Zhu Weibin  Xue Zi  Zou Wei
Abstract:With more and more extensive application of spatial geometric precision measurement technology in the manufacturing andassembly process of equipment manufacturing industry, angle measurement is developing from plane angle to spatial angle. The spatialangle of the different planes of the magneto-optical trap is measured. A parallel flat crystal is utilized as the standard plane to draw thenormal vector of the surface to be measured. The spatial angle is effectively divided into two plane angles, which are the horizontalprojection angle and the vertical projection angle. The traceability of the spatial angle is guaranteed, and the maximum spatial angledeviation between the normal vectors of the measured surfaces of the magneto-optical trap is 0. 286 0 mrad. Then, the measurementuncertainty of this method is evaluated as 0. 095 9 mrad by the Monte Carlo method. Compared with the coordinate measuring machinemethod, the maximum deviation is 0. 184 2 mrad. When the flatness index of the surface is set to ± 0. 145 4 mrad, the consistencybetween the two is good. At present, this method has been applied in the development of the physical vacuum subsystem of the NIM5cesium atomic fountain clock, which proves that the method can meet the accuracy requirements of the measurement.
Keywords:spatial angle   metrology   measurement uncertainty   Monte Carlo method
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