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- Emil Varga
- Charles University 1 Faculty of Mathematics and Physics, , Ke Karlovu 3, 12116 Prague, Czech Republic
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- Simone Babuin
- Institute of Physics ASCR 2 , Na Slovance 2, 180 00 Prague, Czech Republic
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- L. Skrbek
- Charles University 1 Faculty of Mathematics and Physics, , Ke Karlovu 3, 12116 Prague, Czech Republic
書誌事項
- 公開日
- 2015-06-01
- DOI
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- 10.1063/1.4921816
- 公開者
- AIP Publishing
この論文をさがす
説明
<jats:p>We report a comprehensive study of turbulent superfluid 4He flow through a channel of square cross section. We study for the first time two distinct flow configurations with the same apparatus: coflow (normal and superfluid components move in the same direction), and counterflow (normal and superfluid components move in opposite directions). We realise also a variation of counterflow with the same relative velocity, but where the superfluid component moves while there is no net flow of the normal component through the channel, i.e., pure superflow. We use the second-sound attenuation technique to measure the density of quantised vortex lines in the temperature range 1.2 K ≲ T ≲ Tλ ≈ 2.18 K and for flow velocities from about 1 mm/s up to almost 1 m/s in fully developed turbulence. We find that both the steady-state and temporal decay of the turbulence significantly differ in the three flow configurations, yielding an interesting insight into two-fluid hydrodynamics. In both pure superflow and counterflow, the same scaling of vortex line density with counterflow velocity is observed, L∝Vcf2, with a pronounced temperature dependence; in coflow instead, the vortex line density scales with velocity as L ∝ V3/2 and is temperature independent; we provide theoretical explanations for these observations. Further, we develop a new promising technique to use different second-sound resonant modes to probe the spatial distribution of quantised vortices in the direction perpendicular to the flow. Preliminary measurements indicate that coflow is less homogeneous than counterflow/superflow, with a denser concentration of vortices between the centre of the channel and its walls.</jats:p>
収録刊行物
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- Physics of Fluids
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Physics of Fluids 27 (6), 065101-, 2015-06-01
AIP Publishing

