1. Flux Lattice Symmetry inV3Si: Nonlocal Effects in a High-κSuperconductor
- Author
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Predrag Miranovic, James R. Thompson, David K. Christen, D. McK. Paul, and Mohana Yethiraj
- Subjects
Physics ,Superconductivity ,Phase transition ,Silicon ,chemistry ,Condensed matter physics ,Lattice (order) ,Isotropy ,General Physics and Astronomy ,chemistry.chemical_element ,Crystal structure ,Type-II superconductor ,Coherence length - Abstract
In the high-{kappa} cubic superconductor V{sub 3}Si , phase transitions of the flux lattice structure occur as a function of applied field and temperature. With the field parallel to the fourfold [001] axis, the flux lattice transforms from triangular to square symmetry at approximately 1thinspthinspT. With the field parallel to the twofold [110] axis, the lattice, which is a nearly perfect hexagonal array at the lowest fields, distorts as the field is increased; the rate of increase in this distortion changes abruptly at 1.3thinspthinspT. As T{sub c} is approached, the system tends towards a more isotropic hexagonal array of the flux lines. These transitions are largely but not completely in agreement with a recent theory of the effects on the flux line arrangements of nonlocal electrodynamics in the London limit. {copyright} {ital 1999} {ital The American Physical Society }
- Published
- 1999
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