共查询到16条相似文献,搜索用时 78 毫秒
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在现代军事计量中,电磁计量直接影响国防建设质量和武器技战水平。现有电学计量体系中,基于约瑟夫森效应和量子化霍尔效应的量子电压和量子电阻的基准装置已经完成建设并已投入应用,然而基于量子效应的电流基准仍处于探索阶段。本论文基于高灵敏度原子磁力仪技术提出一种新型电流计量技术,可将电流间接溯源至约瑟夫森效应、量子化霍尔效应和拉莫尔进动效应三种量子自然基准。该技术有潜力用于建设电流计量基准装置和研制基于量子自然基准的新型电流比较仪。具体阐述了电流计量及量值传递方案的物理思想和实施过程,并通过相关实验验证了方案的可行性。 相似文献
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中国计量科学研究院张钟华院士负责用量子化霍尔效应建立国家电阻标准,他带领的研究组研制的低温电流比较仪的不确定度达到10^-10量级为世界第一,在世界电学领域享有极高声誉。在中国仪器仪表学会2005学术年会上张钟华院士就“二十一世纪中的计量测试技术”做了精彩演讲,博得与会代表热烈掌声。会后就同一问题,接受了本刊记者的采访。[编者按] 相似文献
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J. Matthews M. E. Cage 《Journal of research of the National Institute of Standards and Technology》2005,110(5):497-510
We present detailed measurements of the temperature dependence of the Hall and longitudinal resistances on a quantum Hall device [(GaAs(7)] which has been used as a resistance standard at NIST. We find a simple power law relationship between the change in Hall resistance and the longitudinal resistance as the temperature is varied between 1.4 K and 36 K. This power law holds over seven orders of magnitude change in the Hall resistance. We fit the temperature dependence above about 4 K to thermal activation, and extract the energy gap and the effective g-factor. 相似文献
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A. Jeffery R. E. Elmquist M. E. Cage 《Journal of research of the National Institute of Standards and Technology》1995,100(6):677-685
Precision tests verify the dc equivalent circuit used by Ricketts and Kemeny to describe a quantum Hall effect device in terms of electrical circuit elements. The tests employ the use of cryogenic current comparators and the double-series and triple-series connection techniques of Delahaye. Verification of the dc equivalent circuit in double-series and triple-series connections is a necessary step in developing the ac quantum Hall effect as an intrinsic standard of resistance. 相似文献
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M. E. Cage A. Jeffery R. E. Elmquist K. C. Lee 《Journal of research of the National Institute of Standards and Technology》1998,103(6):561-592
Many ac quantized Hall resistance experiments have measured significant values of ac longitudinal resistances under temperature and magnetic field conditions in which the dc longitudinal resistance values were negligible. We investigate the effect of non-vanishing ac longitudinal resistances on measurements of the quantized Hall resistances by analyzing equivalent circuits of quantized Hall effect resistors. These circuits are based on ones reported previously for dc quantized Hall resistors, but use additional resistors to represent longitudinal resistances. For simplification, no capacitances or inductances are included in the circuits. The analysis is performed for many combinations of multi-series connections to quantum Hall effect devices. The exact algebraic solutions for the quantized Hall resistances under these conditions of finite ac longitudinal resistances provide corrections to the measured quantized Hall resistances, but these corrections do not account for the frequency dependences of the ac quantized Hall resistances reported in the literature. 相似文献
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M. E. Cage A. Jeffery 《Journal of research of the National Institute of Standards and Technology》1999,104(4):323-347
We analyze the effects of the large capacitances-to-shields existing in all sample probes on measurements of the ac quantized Hall resistance RH. The object of this analysis is to investigate how these capacitances affect the observed frequency dependence of RH. Our goal is to see if there is some way to eliminate or minimize this significant frequency dependence, and thereby realize an intrinsic ac quantized Hall resistance standard. Equivalent electrical circuits are used in this analysis, with circuit components consisting of: capacitances and leakage resistances to the sample probe shields; inductances and resistances of the sample probe leads; quantized Hall resistances, longitudinal resistances, and voltage generators within the quantum Hall effect device; and multiple connections to the device. We derive exact algebraic equations for the measured RH values expressed in terms of the circuit components. Only two circuits (with single-series “offset” and quadruple-series connections) appear to meet our desired goals of measuring both RH and the longitudinal resistance Rx in the same cool-down for both ac and dc currents with a one-standard-deviation uncertainty of 10−8
RH or less. These two circuits will be further considered in a future paper in which the effects of wire-to-wire capacitances are also included in the analysis. 相似文献
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在高精密小电阻的测量过程中,由于接触电阻、测量线电阻及测量条件等都会对其测量结果产生不可忽视的影响,因此,选择合适的测量方法对提高测量结果的置信度尤为重要。本文着重介绍了用恒流源和数字电压表间接测量高精密小电阻的具体方法,对其测量结果的不确定度进行了分析与评定。 相似文献