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Journal of Physics C Solid State Physics

Interaction of negative ions with vortices in superfluid3He-B

V. P. Mineev, M.M. Salomaa

Published Mar 10, 1984• 39 citations
Publisher

Abstract

The interaction potential of negative ions with vortices in3He-B is calculated in the Ginzburg-Landau regime. The authors contrast ion trapping by the two different kinds of possible vortex structures, those with normal and superfluid core. Ion experiments are suggested to provide useful new information on the vortex transition in rotating3He-B.

DOI
10.1088/0022-3719/17/7/001

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Physical Review Letters•Jan 27, 1986•190 citations
The interaction potential of negative ions with vortices in3He-B is calculated in the Ginzburg-Landau regime. The authors contrast ion trapping by the two different kinds of possible vortex structures, those with normal and superfluid core. Ion experiments are suggested to provide useful new information on the vortex transition in rotating3He-B.
The interaction between negative ions and 3 He superfluids was studied by using a time-of-flight spectrometer having a 10−3 relative resolution. The ions guided through a sample of rotating3He-A were found to be focused into the cores of the vortices present in this rotating superfluid. Two different types, with different core structures and presumably different numbers of circulation quanta associated with them, were found. The ion mobility along the vortex cores, μ c , observed in the absence of external magnetic field, can be explained by the mobility anisotropy of the A phase, which indicates that the vortices are continuous, i.e., consist of the A phase even in the core. In finite magnetic fields, a qualitatively similar continuous vortex structure was found, a result compatible with the earlier nuclear magnetic resonance (NMR) experiments, but also a new vortex type with an anomalously high μ c was seen when the vortex sample was prepared “adiabatically.” The observed strong ion focusing indicates broken w-symmetry in the core textures. This is in contradiction with the earlier numerical calculations on the optimal continuous vortex texture. Experiments to observe trapping of ions into the vortex cores were performed both in A and B phases. No trapping could be detected. Mobility measurements in stationary liquid were extended down toT=0.3T c . Comparison with the calculated transport coefficients yieldsΔ A (T)=1.32Δ BCS (T) for the maximal A phase gap atP=29.3 bar, andΔ B (T)=1.12Δ BCS (T) for the B phase gap at 4.8 bar. In the normal Fermi liquid a shallow minimum of ion mobility was detected aroundT≃2T c =5 mK.
First experiments suggesting the presence of singular vortices in rotating 3A^{3}\mathit{A}3A are reported. Our studies on the interaction between negative ions and vortex textures verify the existence of the continuous vortices seen earlier by NMR, but evidence for a new vortex state with high ion mobility along the core is also found. The nucleation of the new vortex depends on the external magnetic field and the rotation history of the sample.
Experiments with negative ions in rotating superfluid $^{3}\mathrm{He}\ensuremath{-}A$ show strong retardation and deformation of ion pulses drifting parallel to the angular velocity $\ensuremath{\Omega}$. This is caused by the interaction between the ions and the l\mathbf{l}l texture in the soft cores of AAA-phase vortices. The interaction is mediated by the anisotropic ion mobility: $\mathbf{v}={\ensuremath{\mu}}_{\ensuremath{\perp}}\mathbf{E}\ensuremath{-}\ensuremath{\Delta}\ensuremath{\mu}(\mathbf{E}\ifmmode\cdot\else\textperiodcentered\fi{}\mathbf{l})\mathbf{l}$. The ($\ensuremath{\Omega},T$) dependence of the retardation is explained by a model that assumes focusing of ions into the vortex cores, along which the mobility ${\ensuremath{\mu}}_{c}$ is lower than that in the bulk liquid, ${\ensuremath{\mu}}_{\ensuremath{\perp}}$. We find ${\ensuremath{\mu}}_{c}={\ensuremath{\mu}}_{\ensuremath{\perp}}\ensuremath{-}0.6\ensuremath{\Delta}\ensuremath{\mu}$.
A numerical solution of the Ginzburg-Landau equations for superfluid 3B^{3}\mathit{B}3B vortices gives the following results: The low-pressure vortex is a new ``double core vortex'' whose rotational symmetry around the vortex axis is broken. The high-pressure vortex is the v vortex. The theory gives a transition between these vortices which is in excellent agreement with experiments.