Refractive index measurement of nonpolar rarefied gas in quantum vacuum metrology standard

被引:2
作者
Dong, Fan [1 ]
Zhen-Hua, Xi [1 ]
Wen-Jie, Jia [1 ]
Yong-Jun, Cheng [1 ]
De-Tian, Li [1 ]
机构
[1] Lanzhou Inst Phys, Sci & Technol Vacuum Technoloy & Phys Lab, Lanzhou 730000, Peoples R China
基金
中国国家自然科学基金;
关键词
vacuum metrology; Fabry-Perot cavity; refractive index of gas; helium permeability; INTERMOLECULAR INTERACTIONS; THERMOPHYSICAL PROPERTIES; ELECTRIC PROPERTIES; HELIUM; VALUES; ARGON;
D O I
10.7498/aps.70.20201442
中图分类号
O4 [物理学];
学科分类号
0702 ;
摘要
In the face of the historical change of international measurement system, the classical physics based physical standard corresponding to many measurement parameters develops toward "natural standard", namely quantum standard. In order to further improve the reproducibility and accuracy of vacuum value, the latest research uses quantum technology to realize the measurement and characterization of vacuum value. In this method, Fabry-Perot cavity is used to accurately measure the refractive index of the gas. The density can be calculated by the refractive index and inversed to obtain the corresponding vacuum value. The measurement of the gas refractive index is the key to the accuracy of the vacuum value. The macroscopic permittivity of nonpolar gases is related to the microscopic polarization parameters of atoms through quantum dynamics. In recent years, with the rapid development of ab initio theory and methods on the electromagnetic and thermodynamic properties of monatomic molecules, the calculation accuracy of relevant parameters was constantly improved, which can further reduce the measurement uncertainty of the above methods. In this paper, the theoretical value of helium refractive index is calculated accurately based on the first principle with known pressure and temperature. The relationship between gas pressure and refractive index is obtained, and the relative uncertainty of the theoretical value of refractive index is 6.27 x 10(-12). Then, the refractive index of helium in a range of 10(2)-10(5) Pa is measured by the vacuum measuring device which is based on Fabry-Perot cavity, and the uncertainty of measurement is 9.59 x 10(-8). Finally, the discrepancy between the theoretical and measured values of helium refractive index is compared and analyzed. It can be concluded that the the uncertainty of helium refractive index measurement originates from the deformation of the cavity caused by helium permeation. Therefore, solving the problem of helium permeation is the key to establishing a new vacuum standard. In this paper, the change of cavity length caused by helium penetration in the cavity is corrected. The refractive index coefficient is corrected at various pressure points in a vacuum range of 10(3)-10(5) Pa, and its pressure-dependent expression is obtained The variation of cavity length caused by gas pressure is further quantified. The relationship between the change of cavity caused by gas pressure and that caused by the refractive index is obtained. The correction parameter of cavity length is calculated to be 3.12 x 10(-2). In the future experiment of helium refractive index measurement by means of Fabry-Perot cavity, the refractive index correction coefficient at each pressure point given in this paper can be used to correct the refractive index measurement results, thereby eliminating the influence of helium penetration on the refractive index measurement, and obtaining the gas pressure with high accuracy.
引用
收藏
页数:9
相关论文
共 23 条
[1]  
Acdiaj S, 2018, J CHEM PHYS, V148, P116101
[2]  
Axner O, 2017, ARXIV170401187
[3]   Optical properties of helium including relativistic corrections [J].
Bhatia, AK ;
Drachman, RJ .
PHYSICAL REVIEW A, 1998, 58 (06) :4470-4472
[4]   Ab initio potential energy curve for the helium atom pair and thermophysical properties of the dilute helium gas.: II.: Thermophysical standard values for low-density helium [J].
Bich, Eckard ;
Hellmann, Robert ;
Vogel, Eckhard .
MOLECULAR PHYSICS, 2007, 105 (23-24) :3035-3049
[5]   Nuclear motion and Breit-Pauli corrections to the diamagnetism of atomic helium [J].
Bruch, LW ;
Weinhold, F .
JOURNAL OF CHEMICAL PHYSICS, 2002, 117 (07) :3243-3247
[6]   Effects of adiabatic, relativistic, and quantum electrodynamics interactions on the pair potential and thermophysical properties of helium [J].
Cencek, Wojciech ;
Przybytek, Michal ;
Komasa, Jacek ;
Mehl, James B. ;
Jeziorski, Bogumil ;
Szalewicz, Krzysztof .
JOURNAL OF CHEMICAL PHYSICS, 2012, 136 (22)
[7]  
Egan P, 2016, CONF PREC ELECT MEAS, P1
[8]   Absolute refractometry of dry gas to ±3 parts in 109 [J].
Egan, Patrick ;
Stone, Jack A. .
APPLIED OPTICS, 2011, 50 (19) :3076-3086
[9]   Measured relationship between thermodynamic pressure and refractivity for six candidate gases in laser barometry [J].
Egan, Patrick F. ;
Stone, Jack A. ;
Scherschligt, Julia K. ;
Harvey, Allan H. .
JOURNAL OF VACUUM SCIENCE & TECHNOLOGY A, 2019, 37 (03)
[10]   New definitions of scientific units are on the horizon [J].
Gibney, Elizabeth .
NATURE, 2017, 550 (7676) :312-312