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DTSTART;TZID=Europe/Berlin:20261027T100000
SEQUENCE:1793083201
TRANSP:OPAQUE
DTEND;TZID=Europe/Berlin:20261027T110000
URL:https://www.dresden-science-calendar.de/calendar/en/detail/23261
LOCATION:IFW\, Helmholtzstraße 2001069 Dresden
SUMMARY:Grinenko: Flux quantum fractionalization and unquantized vortices i
 n superconductors
CLASS:PUBLIC
DESCRIPTION:Speaker: Dr. Vadim Grinenko\nInstitute of Speaker: Shanghai Jia
 o Tong University\nTopics:\n\n Location:\n  Name: IFW (B3 E.26\, IFW Dresd
 en)\n  Street: Helmholtzstraße 20\n  City: 01069 Dresden\n  Phone: \n  Fa
 x: \nDescription: Magnetic flux quantization is a defining hallmark of sup
 erconductivity\, traditionally constraining vortices to carry integer mult
 iples of the flux quantum Φ₀. Recent advances in multiband superconduct
 ors challenge this paradigm by demonstrating the emergence of vortices car
 rying fractional\, continuously tunable flux [1-3]. Here\, we overview rec
 ent experimental breakthroughs to present a unified picture of vortex deco
 nfinement\, and emergent composite excitations in multicomponent supercond
 ucting systems. Three years ago\, scanning SQUID magnetometry in Ba₁₋
 ₓKₓFe₂As₂ revealed mobile vortices carrying a nonuniversal\, tempe
 rature-dependent fraction of Φ₀\, demonstrating that flux quantisation 
 can be continuously violated in multiband systems [1]. Complementary spect
 roscopic imaging via scanning tunnelling microscopy further shows that int
 eger vortices can split into multiple fractional core singularities\, esta
 blishing a direct link between multiband phase structure and vortex-core f
 ractionalization [2]. These findings are consistent with theoretical predi
 ctions that multicomponent superconducting condensate can support phase wi
 ndings in the individual components of the order parameter [4\,5].  Extend
 ing these observations\, recent scanning SQUID magnetometry visualized the
  real-space deconfinement of integer flux vortices: integer vortices can s
 pontaneously split into spatially separated\, yet correlated\, fractional-
 flux objects stabilized by pinning and thermal fluctuations [3]. Notably\,
  the flux of these constituents exhibits an anticorrelated temperature dep
 endence while conserving the total flux\, forming a “see-saw” redistri
 bution mechanism. This behavior reveals a striking analogy to quark confin
 ement and deconfinement\, where fractional vortices act as linearly intera
 cting constituents of composite topological objects. Together\, these stud
 ies establish fractional flux unquantized vortices as robust\, mobile\, an
 d tunable excitations in multiband superconductors. Their existence expand
 s the fundamental understanding of topological defects beyond conventional
  quantization arguments and opens new avenues for engineering novel fluxon
 ics devices. Moreover\, the stability of unquantized vortices establishes 
 them as candidates for observing anyons\, which may be represented\, as sh
 own by Frank Wilczek [6]\, as an integer charge bound to a fractional flux
  tube. These results position multicomponent superconductors as a promisin
 g platform for exploring emergent topology and fractionalized quantum matt
 er. Bibliography 1. Y. Iguchi\, et al.  Science\, 380(6651)\, 1244–1247 
 (2023). 2. Y. Zheng\, et al. Science 393\, 80-84 (2026). 3. Q. Z. Zhou et 
 al. arXiv:2408.05902 (2024). 4. E. Babaev\, Model. Phys. Rev. Lett. 89\, 0
 67001(2002). 5. I. Timoshuk and E. Babaev\, New J. Phys. 27 (2025) 123501.
  6. F. Wilczek\, Phys. Rev. Lett. 48\, 1144–1146 (1982).
DTSTAMP:20261027T204443Z
CREATED:20261027T064001Z
LAST-MODIFIED:20261027T064001Z
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