1979
DOI: 10.1103/physrevlett.42.725
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Superflow in Restricted Geometries

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Cited by 15 publications
(1 citation statement)
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“…The fluctuation of the phase coherence of superfluid becomes large at around T C , which may cause the phase slip by the expansion of quantized vortex in the channel. We here apply the competing barrier model of quantized vortex, 18 in which the vortex expands to the channel across the superfluid flow by the ther- mal activation process to overcome the barrier energy ⌬E. In the 1D channel the superfluid flows in the axis direction, and the barrier energy ⌬E is shifted by the superfluid flow as ⌬E = ⌬E 0 Ϯ p c v s , where ⌬E 0 is the barrier energy of no superflow, p c is the impulse of the vortex, and v s is the superfluid velocity.…”
Section: Resultsmentioning
confidence: 99%
“…The fluctuation of the phase coherence of superfluid becomes large at around T C , which may cause the phase slip by the expansion of quantized vortex in the channel. We here apply the competing barrier model of quantized vortex, 18 in which the vortex expands to the channel across the superfluid flow by the ther- mal activation process to overcome the barrier energy ⌬E. In the 1D channel the superfluid flows in the axis direction, and the barrier energy ⌬E is shifted by the superfluid flow as ⌬E = ⌬E 0 Ϯ p c v s , where ⌬E 0 is the barrier energy of no superflow, p c is the impulse of the vortex, and v s is the superfluid velocity.…”
Section: Resultsmentioning
confidence: 99%