2014
DOI: 10.1063/1.4863341
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A programmable quantum current standard from the Josephson and the quantum Hall effects

Abstract: We propose a way to realize a programmable quantum current standard (PQCS) from the Josephson voltage standard and the quantum Hall resistance standard (QHR) exploiting the multiple connection technique provided by the quantum Hall effect (QHE) and the exactness of the cryogenic current comparator. The PQCS could lead to breakthroughs in electrical metrology like the realization of a programmable quantum current source, a quantum ampere-meter and a simplified closure of the quantum metrological triangle. Moreo… Show more

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Cited by 9 publications
(12 citation statements)
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“…This would constitute a major step towards the realization of a universal and practical quantum generator/multimeter. More generally, the principle of using the PQCS as a reference for building the PQCG is seminal and can be exploited for other experiments or instruments [51]. For instance, a quantum current generator working in the AC regime can be developed using pulse-driven Josephson standards [55,56], AC QHRS [57] and current transformers [58].…”
Section: Discussionmentioning
confidence: 99%
See 1 more Smart Citation
“…This would constitute a major step towards the realization of a universal and practical quantum generator/multimeter. More generally, the principle of using the PQCS as a reference for building the PQCG is seminal and can be exploited for other experiments or instruments [51]. For instance, a quantum current generator working in the AC regime can be developed using pulse-driven Josephson standards [55,56], AC QHRS [57] and current transformers [58].…”
Section: Discussionmentioning
confidence: 99%
“…A simple connection of the PJVS to the QHRS would not allow realizing U J /R H with the highest accuracy because of the large value of the two-wires series resistance (symbolized by r in Fig.1c) caused by the connecting links. A multiple series connection of the QHRS [50,51], a technique which exploits fundamental properties of the QHE, is implemented to reduce their effect. Each superconducting pad of the PJVS is connected to two QHRS terminals located along an equipotential edge of the Hall bar ( Fig.2a).…”
Section: A Realizationmentioning
confidence: 99%
“…Very recently, a programmable quantum current generator (PQCG) based on the application of Ohm's law directly to the quantum voltage and resistance standards demonstrated quantized currents in terms of ef J (f J is a Josephson frequency) to within one part in 10 8 in the range from 1 µA up to a few mA [260,101]. This performance relies on the use of a cryogenic current comparator to detect and then amplify the current I PQCS flowing in a QHR multiply-connected to a PJVS, as shown in fig.27a.…”
Section: The Programmable Quantum Current Generatormentioning
confidence: 99%
“…The PQCG relies on the accurate exploitation by a CCC of a reference current I PQCS . This principle is seminal and can be applied to others devices [260]. One can cite the quantum ammeter ( fig.28a) based on the direct comparison of the current generated by a device under test (DUT) with the reference current.…”
Section: A New Ampere Metrologymentioning
confidence: 99%
“…In the reference loop, at the superconducting pads of the PJVS, quantized voltage steps, U J = n J f J K −1 J with K J = (2e/h), are generated when n J Josephson junctions are dc biased and driven at a microwave frequency f J . This voltage is applied to the QHRS through a double connection scheme [13,14]. Doing so, and thanks to the properties of the quantum Hall effect [14,13], the equivalent resistance R connected to the superconducting pads is equal to R = R H (1 + α), where R H is the quantum Hall resistance, which is equal to R K /2 at Landau level filling factor ν = 2 with R K = h/e 2 the von Klitzing constant, and where α = O((r/R H ) 2 ) is a second order correction due to the cable resistances r. This correction, which is significatively reduced compared to the usual first order correction of a simple connection corresponding to r/R H ∼ 3 × 10 −4 , can be determined with a relative uncertainty of a few parts in 10 9 .…”
Section: The Set-upmentioning
confidence: 99%