新一代电感基准装置的研究与建立

doi:10.3969/j.issn.1000-1158.2025.01.01

Abstract
Figure/Table
References (0)
Related Citation (15)

Download: PDF (2005 KB) HTML (1 KB)
Export: BibTeX | EndNote (RIS)

Abstract The new inductance primary standard adopts the modified Maxwell-Wien bridge method， and proposes a method of non-inductive resistance to compensate for the influence of the time constant of bridge’s standard resistors， and independently develops a new inductance coaxial bridge. Based on the equivalent replacement of capacitive reactance and inductive reactance， a new method is proposed to directly trace the inductance value to the capacitance unit， which shortens the traceability chain. The new inductance primary standard reduces the uncertainty and expands the traceability range of the inductance value. It achieves the uncertainty in the reproduction of 100 mH and 10 mH inductance values to be better than 2 μH/H （k=1） at 1 kHz. The establishment of national new inductance primary standard has improved the national impedance measurement traceability system， which can unify the national inductance quantity values and will be used in a new round of international key comparisons of inductance （CCEM-K3）.

Key words： electromagnetism metrology inductance primary standard Maxwell-Wien bridge non-inductive resistance method equivalent substitution method impedance traceability

Received: 23 May 2024 Published: 14 January 2025

PACS:

TB971

	Service

	E-mail this article
	Add to my bookshelf
	Add to citation manager
	E-mail Alert
	RSS
	Articles by authors
	YANG Yan
	CHEN Yan
	WANG Wei
	HUANG Lu
	DAI Dongxue
	LU Wenjun

Cite this article:

YANG Yan,CHEN Yan,WANG Wei, et al. Research and Establishment of the New Generation Inductance Primary Standard[J]. Acta Metrologica Sinica, 2025, 46(1): 1-6.

URL:

http://jlxb.china-csm.org:81/Jwk_jlxb/EN/10.3969/j.issn.1000-1158.2025.01.01 OR http://jlxb.china-csm.org:81/Jwk_jlxb/EN/Y2025/V46/I1/1

1	陆文骏. 我国的国家电感基准［J］. 现代计量测试， 1995（3）：41-44. LU W J. The Chinese inductance primary standard［J］. Modern Measurement and Test， 1995（3）：41-44.
21	YANG Y， CHEN Y， HUNG L，et al. A new type of active simulated inductance standard ［C］//CPEM. CPEM 2024 Conf Digest. Denver， USA， 2024.
7	SEDLACEK R， BOHACEK J. Bridges for calibrating four-terminal-pair standards of self-inductance at frequencies up to 10 kHz ［J］. Meas Sci Technol， 2009，20：1-6.
8	RAYNER G H， Kibble B P， SWAN M J. On obtaining the henry from the farad［R］. NPL Report，（DES 63）， 1980.
18	CUTKOSKY R D. Techniques for comparing four-terminal-pair admittance standards ［J］. Journal Research NBS. （Engineering and Instru）， 1970，74C：63-78， 1970.
12	WALTRIP B， SEIFERT F. A programmable capacitor for inductance measurements ［J］. IEEE Trans Instr Meas， 2017， 66（6）：1572-1578.
16	YANG Y， HUANG L. Simplification of four-terminal-pair bridge with precision voltage followers ［C］//CPEM 2022 Conf Digest. Wellington， New Zealand， 2022.
2	Eckardt H. Final report of CCEM-K3： International comparison of 10 mH inductance standards at 1 kHz ［R］. online in the Key Comparison Data Base： www.bipm.org， June， 2001.
19	白天，王书涛，杨雁，等. 四端对同轴型计算电阻及其量值传递的研究［J］. 仪器仪表学报， 2022， 43（2）：84-91. BAI T， WANG S， YANG Y， et al. Research on the four terminal-pair coaxial calculable resistor and its value transmission ［J］. Chinese Journal of Scientific Instrument， 2022， 43（2）：84-91.
5	ZAPF T L， Calibration of inductance standards in the Maxwell-Wien bridge circuit ［J］. J Res NBS， 1961， 65C（9）： 183-188.
15	YANG Y， LU Q， HUANG L， et al. Determining the influence of time constants in Maxwell bridge ［C］//CPEM. CPEM 2014 Conf. Digest， Rio de Janeiro， Brazil， 2014.
10	MARZANO M， D’ELIA V， ORTOLANO M， et al. Primary realization of inductance and capacitance scales with a fully digital bridge［J］. IEEE Transon Instr and Meas， 2022， 71：1-8.
6	THOMPOSON A M. AC bridge methods for the measurement of three-terminal admittances ［J］. IEEE Transon Instr and Meas， 1964， IM-13（12）：189 -197.
20	杨雁，黄璐，王维，等. NIM新一代二端对电容电桥装置［J］. 计量学报， 2020， 41（3）：284-289. YANG Y， HUANG L， WANG W， et al. The new two terminal pair capacitance bridge at NIM ［J］. Acta Metrologica Sinica， 2020， 41（3）：284-289.
3	LU Z L， HUANG L， YANG Y， et al. An initial reproduction of SI capacitance unit from a new calculable capacitor at NIM ［J］. IEEE Transon Instr. and Meas.， 2015， 64（6）：1496-1502.
4	杨雁，黄璐，王维，等. 基于新一代计算电容的交流阻抗溯源新体系的研究与建立［J］. 计量科学与技术， 2024， 68（5）：77-82. YANG Y， HUANG L， WANG W， et al. Research and establishment of a new impedance traceability system based on the new calculable capacitor primary standard［J］. Metrology Science and Technology， 2024， 68（5）：77-82.
9	CALLEGARO L， D’ ELIA V. Automated system for inductance realization traceable to an AC resistance with a three-voltmeter method ［J］. IEEE Trans Instr Meas， 2001， 50（12）：1630-1633.
11	WALTRIP B， AVRAMOV-ZAMUROVIC S， Koffman A. Inductance measurement using an LCR meter and a current transformer interface ［C］//IMTC. in Proceedings of the IEEE Instrumentation and Measurement Technology Conference. Ottawa， Canada， 2005.
14	WANG X， LU W J， CDinet al. The national inductance Standard in NIM ［C］//CPEM. CPEM 2000 Conf. Digest， Sydney， Australia， 2000：139-140.
13	OVERNAY F， JEANNERET B. Realization of an inductance scale traceable to the quantum Hall effect using an automated synchronous sampling system ［J］. Metrologia， 2010， 47（6）： 690-698.
17	黄璐，杨雁，陆祖良，等. 采用电补偿方案的新一代立式计算电容装置［J］. 计量学报， 2020， 41（3）：279-283. HUANG L， YANG Y， LU Z L， et al. The new vertical calculable cross?capacitor by adopting the novel electrical compensation approach［J］. Acta Metrologica Sinica， 2020， 41（3）：284-289.