2006
DOI: 10.1209/epl/i2005-10485-3
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Dissipation in ultra-thin current-carrying superconducting bridges; evidence for quantum tunneling of Pearl vortices

Abstract: We have made current-voltage (IV) measurements of artificially layered high-Tc thin-film bridges. Scanning SQUID microscopy of these films provides values for the Pearl lengths Λ that exceed the bridge width, and shows that the current distributions are uniform across the bridges. At high temperatures and high currents the voltages follow the power law V ∝ I n , with n = Φ 2 0 /8π 2 ΛkBT +1, and at high temperatures and low-currents the resistance is exponential in temperature, in good agreement with the predi… Show more

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Cited by 44 publications
(36 citation statements)
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“…A detailed statistical analysis suggests that at temperatures T 2 K dark counts may not be thermally activated, but caused by quantum-mechanical tunneling events, so called QPS. Quantum tunneling of vortices through the edge barrier was claimed previously [71] and certainly deserves further investigations. A possible dependence of the dark-count rate on the thermal coupling of SNSPDs to the thermal bath has been observed by Hofherr et al [72].…”
Section: Dark Countsmentioning
confidence: 60%
“…A detailed statistical analysis suggests that at temperatures T 2 K dark counts may not be thermally activated, but caused by quantum-mechanical tunneling events, so called QPS. Quantum tunneling of vortices through the edge barrier was claimed previously [71] and certainly deserves further investigations. A possible dependence of the dark-count rate on the thermal coupling of SNSPDs to the thermal bath has been observed by Hofherr et al [72].…”
Section: Dark Countsmentioning
confidence: 60%
“…Without lengthy yet straightforward derivations, here we present the analytical expressions for both the PSS solution in the extended LAMH theory and the PSVAP solution based on the London theory [28][29][30] for DCSCs in the presence of external magnetic field and transport current, both applied along the cylindrical axis. Mathematically, a hollow cylinder of radius R is transformed into a 2D strip of width w =2R with PBC applied in the transverse y direction, as illustrated in Fig.…”
Section: Appendixmentioning
confidence: 99%
“…Specifically, in a thin strip with a width less than the magnetic penetration depth, the depairing current may be reached if magnetic vortices cannot enter the strip. Although a potential barrier exists that hampers permanent vortex entry 7 , there is a non-zero thermodynamic probability that a vortex will be thermally excited over the barrier and appears in the strip 8 . In this case the Lorentz force caused by the current will steer the vortex to either side of the strip.…”
Section: Introductionmentioning
confidence: 99%