Topological solitons in three-band superconductors with broken time reversal symmetry
Julien Garaud, Johan Carlström, Egor Babaev
Abstract
Julien Garaud, Johan Carlström, Egor Babaev
Abstract
We show that three-band superconductors with broken time reversal symmetry allow magnetic flux-carrying stable topological solitons which have only a slightly higher energy than ordinary vortices. Therefore they can be induced by fluctuations or quenching the system through a phase transition. It can provide an experimental signature of the time reversal symmetry breakdown.
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We show that three-band superconductors with broken time reversal symmetry allow magnetic flux-carrying stable topological solitons which have only a slightly higher energy than ordinary vortices. Therefore they can be induced by fluctuations or quenching the system through a phase transition. It can provide an experimental signature of the time reversal symmetry breakdown.
Key concepts: Symmetry (geometry), T-symmetry, Physics, Superconductivity, Condensed matter physics, Signature (topology), Topology (electrical circuits), Phase (matter)