Topological spin Meissner effect in exciton-polariton spinor condensate: constant amplitude solutions, half-vortices and symmetry breaking
D. R. Gulevich, D. V. Skryabin, A. P. Alodjants, I. A. Shelykh

TL;DR
This paper extends the spin Meissner effect to topologically non-trivial exciton-polariton condensates, revealing stable half-vortices, symmetry-breaking states, and the influence of TE-TM splitting, with implications for generating complex spinor states.
Contribution
It introduces the concept of topological spin Meissner states in exciton-polariton condensates, including stable half-vortices and symmetry-breaking phenomena, expanding understanding beyond conventional states.
Findings
Topological spin Meissner states can exist at high magnetic fields.
Half-vortices are superpositions of elementary states in a ring geometry.
TE-TM splitting induces symmetry-breaking and stable half-dark solitons.
Abstract
We generalize the spin Meissner effect for exciton-polariton condensate confined in annular geometries to the case of non-trivial topology of the condensate wavefunction. In contrast to the conventional spin Meissner state, topological spin Meissner states can in principle be observed at arbitrary high magnetic field not limited by the critical magnetic field value for the condensate in a simply-connected geometry. One special example of the topological Meissner states are half-vortices. We show that in the absence of magnetic field half-vortices in a ring exist in a form of superposition of elementary half-vortex states which resolves recent experimental results where such puzzling superposition was observed. Furthermore, we show that if a pure half-vortex state is to be observed, a non-zero magnetic field of a specific magnitude needs to be applied. Studying exciton-polariton in a…
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