2013
DOI: 10.1109/tasc.2012.2227438
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Subgap Leakage in $\hbox{Nb/Al}$– $\hbox{AlO}_{\rm x}\hbox{/Nb}$ Josephson Junctions and Run-to-Run Reproducibility: Effects of Oxidation Chamber and Film Stress

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Cited by 11 publications
(8 citation statements)
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“…This is commonly expressed by the statement that I c R N product at a given temperature is a constant for the given type of JJs. For tunnel junctions the relationship is known as Ambegaokar-Baratoff (AB) formula [33] I c = G N V AB (T) and V AB (T) = g(πV g /4)tanh(V g /4k B T), (11) where V g is the gap voltage (Δ 1 +Δ 2 )/e, Δ 1 (T) and Δ 2 (T) are the superconducting energy gaps in the junction electrodes, and g is a numerical factor of order unity which accounts for deviations from the ideal model [33], such as barrier nonideality, proximity between Nb and Al overlayer in the base electrode, strong coupling effects in Nb, etc.…”
Section: Resultsmentioning
confidence: 99%
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“…This is commonly expressed by the statement that I c R N product at a given temperature is a constant for the given type of JJs. For tunnel junctions the relationship is known as Ambegaokar-Baratoff (AB) formula [33] I c = G N V AB (T) and V AB (T) = g(πV g /4)tanh(V g /4k B T), (11) where V g is the gap voltage (Δ 1 +Δ 2 )/e, Δ 1 (T) and Δ 2 (T) are the superconducting energy gaps in the junction electrodes, and g is a numerical factor of order unity which accounts for deviations from the ideal model [33], such as barrier nonideality, proximity between Nb and Al overlayer in the base electrode, strong coupling effects in Nb, etc.…”
Section: Resultsmentioning
confidence: 99%
“…We determined V AB at 4.2 K for our junctions and used it to infer the critical current of JJs from their conductance. Also, we experimentally established the relation between the normal state conductance G N at 4.2 K, entering into the AB formula (11), and the JJ conductance G 300 at 300 K. This chain of relationships allows us to use G 300 to characterize the value of I c of the junctions at 4.2 K.…”
Section: Resultsmentioning
confidence: 99%
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“…Based on eq , we can calculate that the cool shrinkage-induced compressive stress of PSs is about 110 ± 40 MPa, which exists in the contact areas of the PSs/Nb hybrid, like a period stress field, as shown in Figure S6. The stress seems small but is high enough to make a difference between the contact and noncontact areas in the PSs/Nb hybrid. , …”
Section: Resultsmentioning
confidence: 98%