|
|
Research for Reproducing SI Unit of Capacitance by the Calculable Capacitor with a Movable Guard Rod |
LU Zu-liang1,HUANG Lu1,YANG Yan1,ZHAO Jian-ting1,QIAN Jin1,LU Wen-jun1,LIU Zhong-you1,ZHANG Zhong-hua1,LIU Xiu-ying1,WANG Jian-bo2,WANG Wei1,HE Xiao-bing1 |
1.National Institute of Metrology, Beijing 100029, China;
2.School of Physics Science and Engineering, Tongji University, Shanghai 200092, China |
|
|
Abstract A new type calculable capacitor with a movable guard rod has been built in National Institute of Metrology of China at the standard uncertainty of 2×10-8. The SI unit of capacitance reproduced by the calculable capacitor depends on the axial length which is measured by a laser interferometer. However the huge integral number of the fringe is in general not given by the laser interferometer. In a classical approach the substitution measurements were adopted to extend the integral number from a known smaller value to the bigger one. It needs some additive devices and complex operations. A novel approach is proposed. The required integral number is determined by the other capacitance standard with a lower accuracy, and the decimal number is determined by the capacitance bridge with a transfer capacitor. The details of this approach and its advantages are presented. An experiment to check the linear is reported.
|
|
|
|
|
[1]Thompson A M, Lampard D G. A New Theorem in Electrostatics and its Application to Calculable Standards of Capacitance[J]. Nature, 1956,177(4515): 888.
[2] Cutkosky R D. New NBS Measurements of the Absolute Farad and Ohm[J]. IEEE Transactions on Instrumentation and Measurement, 1974, 23(4):305-309.
[3] Rayner G H. NPL Calculable Capacitor[J]. IEEE Transactions on Instrumentation and Measurement, 1972, 21(4):361-365.
[4] Bachmair H, Fleischer H, Fleischhauer K, et al. Determination of the SI Unit Ohm Based on a Calculable Cross Capacitor[J]. Metrologia, 1986, 22:223-225.
[5] Trapon G, Thévenot O, Lacueille J C, et al. Progress in linking the Farad and the RK value to the SI units at BNM-LCIE [J]. IEEE Transactions on Instrumentation and Measurement,2001, 50(2):572-575.
[6] Clothier W K. A Calculable Standard of Capacitance[J].Metrologia, 1964,1:36-55.
[7] Small G W, Ricketts B W, Coogan P C. A Reevaluation of the NML Absolute Ohm and Quantized Hall Resistance Determinations[J]. IEEE Transactions on Instrumentation and Measurement,1989, 38(5):245-248.
[8] Wood B. The NRC Calculable Capacitor and Its Role in the SI[C]//NCSL International Workshop and Symposium, 2006
[9] Igarashi T, Koizumi Y, Kanno M. Determination of an Absolute Capacitance by a Horizontal Cross Capacitor[J]. IEEE Transactions on Instrumentation and Measurement,1968, 17(4): 226-231.
[10] Small G W. Fabrication of the Main electrodes of the NMIA-BIPM Calculable Capacitor[C]//CPEM 2010 Digest, Daejeon, Korea, 2010, 543-544.
[11] Small G W, Fiander J R. Design of a Calculable Cross-Capacitor[C]//CPEM 2004 Digest, London, 2004, 485-486.
[12] Yicheng Wang, Rae Duk Lee, Liang Lu, et al. Next –generation calculable capacitor using a tunable-laser interferometer[C]//CPEM 2008 Digest, Broomfield,2008,686-687.
[13] 陆祖良,等. 精细结构常数测量关键技术及电容基准的研究[R].中国计量科学研究院,2014.
[14] Clothier W K. A Calculable Standard of Capacitance[C]//National Standards Laboratory Division of Applied Physics, Sydney, 1963.
[15] Zhang Zhonghua.A Cross-Capacitor with fixed value in NIM[J]. ACTA Metrologica Sinica, 1985, 6(1): 33-38.
[16] 何朝来, 阮永顺, 金士杰, 等.电阻、电容、电感的绝对测量(计算电容法)[J].电测与仪表, 1979, 19(9): 1-10.
[17] 金士杰, 何朝来, 陆文骏, 等.计算电容与电学阻抗的绝对测量[J].计量学报, 1980, 1(1): 16-26.
[18] 陆文骏.电感测量和使用中的几个问题[C]//电磁测量文集, 第二次全国电磁计量与精密测试学术交流会, 中国计量测试学会, 福州,1981,147-151.
[19] Zhang Zhonghua, Lu Zuliang.A New Method for Reducing the End-Effect Error of the Cross-Capacitor with a Movable Guard Rod[J].ACTA Metrologica Sinica, 1982, 3(4): 250-258.
[20] 陆祖良.可动屏蔽型计算电容端部效应的研究及降低端部效应误差的一个新方案[D].北京:中国计量科学研究院, 1981.
[21] Huang Lu, Small G W, Lu Zuliang, et al. Model tests of electrical compensation method for the new calculable cross-capacitor at NIM[J]. IEEE Transactions on Instrumentation and Measurement, 2013,62(6), 1789-1794.
[22] 钱进,刘忠有,张小平,等. 612nm He-Ne兰姆凹陷稳频激光系统[J].红外与激光工程,2008,37(4):192-195.
[23] Yang Yan, Lu Wenjun, Zhao Jianting, et al. A two terminal-pair coaxial AC bridge with auto source balance at NIM[C]//CPEM 2008 Digest, Washington DC,2012,690-691.
[24] 周峰,岳长喜,雷民,等.基于电压串联加法的1000 kV国家工频电压计量标准[J].计量学报, 2012, 33(6): 541-545.
[25] Jiangtao Zhang, Xianlin Pan, Wenfang Liu, et al. Determination of Equivalent Inductance of Current Shunts at Frequency Up to 200 kHz[J]. IEEE Transactions on Instrumentation and Measurement,2013,62(6):1664-1668.
[26] Dai Dongxue, Ruan Yongshun, Wang Qi. Calibration Theory and Measurement Method of the Frequency Characteristics of the Four-Pair-Terminal Standard Capacitor[J]. ACTA Metrologica Sinica, 2005, 26(3): 263-266.
[27] Haiming Shao, Feipeng Lin, Bo Liang, et al. DC 5 kA Current Ratio Standards Based on Series-parallel Self-calibration DCCs[J].IEEE Transactions on Instrumentation and Measurement,2013, 62(11):3093-3100. |
|
|
|