Spontaneous helical order of a chiral p-wave superfluid confined in nano-scale channels
J. J. Wiman, J. A. Sauls

TL;DR
This paper predicts new equilibrium phases of superfluid $^3$He confined in nano-scale channels, including a stable helical phase with unique symmetry-breaking properties, using a strong-coupling Ginzburg-Landau theory.
Contribution
It introduces a theoretical prediction of a spontaneously formed helical phase of superfluid $^3$He in confined geometries, expanding understanding of symmetry-breaking in quantum fluids.
Findings
Identification of a stable helical phase in cylindrical channels of ~100 nm radius.
Prediction of multiple broken symmetry phases with distinct spin and orbital properties.
Calculation of NMR signatures as experimental indicators of these phases.
Abstract
Strong interactions that favor chiral p-wave pairing, combined with strong pair breaking by confining boundaries, are shown to lead to new equilibrium states with different broken symmetries. Based on a strong-coupling Ginzburg-Landau (GL) theory that accurately accounts for the thermodynamics and phase diagram of the bulk phases of superfluid He, we predict new phases of superfluid He for confined geometries that spontaneously break rotational and translational symmetry in combination with parity and time-reversal symmetry. One of the newly predicted phases exhibits a unique combination of chiral and helical order that is energetically stable in cylindrical channels of radius approaching the Cooper pair coherence length, e.g. . Precise numerical mimimization of the GL free energy yields a broad region of stability of the helical phase as a function of…
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