2015
DOI: 10.1007/s10909-015-1397-4
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Measurements of Vortex Line Density Generated by a Quartz Tuning Fork in Superfluid $$^{4}$$ 4 He

Abstract: We present proof-of-concept measurements of the vortex line density generated by a quartz tuning fork resonator probed by the attenuation of second sound in superfluid 4 He at 1.6 K. The force-velocity response of a quartz tuning fork operating at a frequency of 31 kHz exhibited the onset of extra damping at a velocity of 0.5 ms −1. Attenuation of the 5 th resonant mode of second sound was observed at the same velocity, indicating the production of vortex lines. Our measurements demonstrate that an increase of… Show more

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Cited by 14 publications
(9 citation statements)
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References 16 publications
(23 reference statements)
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“…An extrapolation of the linear and the turbulent part of v(F ), e.g., in a double-logarithmic plot, indicates a velocity above which the turbulent drag dominates the linear drag, but not the onset of turbulent drag, hence not vc that actually could be much smaller[25].…”
mentioning
confidence: 98%
“…An extrapolation of the linear and the turbulent part of v(F ), e.g., in a double-logarithmic plot, indicates a velocity above which the turbulent drag dominates the linear drag, but not the onset of turbulent drag, hence not vc that actually could be much smaller[25].…”
mentioning
confidence: 98%
“…Therefore in all our measurements the beam response is linear and virtually dissipationless. To provide a controlled source of quantum vortices, we use a quartz tuning fork placed ∼ 2 mm above the beam, driven to a velocity high enough to generate quantum vortices in the ambient superfluid 7,8 . The details of the operating principles and electrical measurement schemes of the fork and nanobeam are described over a short period of time.…”
Section: Moscow 119991 Russiamentioning
confidence: 99%
“…3. The local vortex density is controlled by the velocity of the tuning fork 8 . In panel (a) of the figure, we show the tuning fork velocity as a function of the driving force.…”
Section: Referring Tomentioning
confidence: 99%
“…The measurement principle relies on the temperature dependent viscosity of liquid 3 He that is probed by tracking the resonance of quartz tuning forks immersed in the liquid. As quartz tuning forks are widely used in studies of the ULT properties of the helium liquids [18][19][20][21] with a minimum temperature of 100 µK in 3 He , their compatibility with a ULT environment is well established. In addition, thermometers tracking the vacuum resonance of a tuning fork have been used at intermediate magnetic fields up to 8 T 22 , and magnetometers based on tuning forks in 4 He exchange gas have even been successfully operated at high magnetic fields up to 64 T and at temperatures around 1.3 K 23,24 .…”
Section: Introductionmentioning
confidence: 99%