Open Access
Open access
Nature Communications, volume 11, issue 1, publication number 3291

Ultra-fast vortex motion in a direct-write Nb-C superconductor

O. V. Dobrovolskiy 1, 2
D. Vodolazov 3, 4
Fabrizio Porrati 5
R. Sachser 5
V M Bevz 2
M.Yu. Mikhailov 6
A. V. Chumak 1
Michael Huth 5
2
 
School of Physics, V. Karazin Kharkiv National University, Kharkiv, Ukraine
6
 
B. Verkin Institute for Low Temperature Physics and Engineering of the National Academy of Sciences of Ukraine, Kharkiv, Ukraine
Publication typeJournal Article
Publication date2020-07-03
scimago Q1
SJR4.887
CiteScore24.9
Impact factor14.7
ISSN20411723
General Chemistry
General Biochemistry, Genetics and Molecular Biology
General Physics and Astronomy
Abstract
The ultra-fast dynamics of superconducting vortices harbors rich physics generic to nonequilibrium collective systems. The phenomenon of flux-flow instability (FFI), however, prevents its exploration and sets practical limits for the use of vortices in various applications. To suppress the FFI, a superconductor should exhibit a rarely achieved combination of properties: weak volume pinning, close-to-depairing critical current, and fast heat removal from heated electrons. Here, we demonstrate experimentally ultra-fast vortex motion at velocities of 10ā€“15 km sāˆ’1 in a directly written Nb-C superconductor with a close-to-perfect edge barrier. The spatial evolution of the FFI is described using the edge-controlled FFI model, implying a chain of FFI nucleation points along the sample edge and their development into self-organized Josephson-like junctions (vortex rivers). In addition, our results offer insights into the applicability of widely used FFI models and suggest Nb-C to be a good candidate material for fast single-photon detectors. To realize ultra-fast dynamics of superconducting vortices one needs to overcome the practical issue of flux-flow instability (FFI). Here, Dobrovolskiy et al. demonstrate ultra-fast vortex motion at 10-15 km/s velocity in a Nb-C superconductor where the FFI is described by the edge-controlled FFI model.
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