1963
DOI: 10.1139/p63-062
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The Viscosity of Liquid Helium Ii Between 0.79° K and the Lambda Point

Abstract: Values of the viscosity of the normal component of liquid helium II have been determined using the rotating cylinder (Couette type) viscometer. Primary attention has been given to the temperature range between 0.79° K and 1.1° K; values at higher temperatures have been determined to provide a check on previous determinations. The results over the whole temperature range are closely fitted by an equation of the form given by Khalatnikov (Uspekhi Fiz. Nauk, 59, 673 (1956)).

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Cited by 87 publications
(18 citation statements)
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“…Note that for the temperature range generally studied in helium II experiments, ν S is of similar order or larger than the normal component's kinematic viscosity, ν N = η/ρ N . 60 Combining the momentum conservation equations (26) and (27) with the extended version of the mutual friction (29) and the tension force (30), one finally arrives at the HVBK equations that describe the hydrodynamics of a rotating twocomponent superfluid in the presence of averaged vorticity, 35,57,59…”
Section: Mutual Friction and Hvbk Equationsmentioning
confidence: 99%
“…Note that for the temperature range generally studied in helium II experiments, ν S is of similar order or larger than the normal component's kinematic viscosity, ν N = η/ρ N . 60 Combining the momentum conservation equations (26) and (27) with the extended version of the mutual friction (29) and the tension force (30), one finally arrives at the HVBK equations that describe the hydrodynamics of a rotating twocomponent superfluid in the presence of averaged vorticity, 35,57,59…”
Section: Mutual Friction and Hvbk Equationsmentioning
confidence: 99%
“…Below T c , the behavior of the shear viscosity of bosonic and fermionic fluids is quite different. In bosonic 4 He [2], there is an increase in the shear viscosity as the temperature decreases below T c , which is believed to arise from single particle bosonic excitations that couple to the collective (NambuGoldstone) modes [3,4]. In fermionic 3 He [5], the shear viscosity decreases rapidly to zero as the temperature decreases below T c , most likely as a result of the suppression of fermionic excitations at low temperatures [4].…”
mentioning
confidence: 99%
“…The entries draw on information published electronically by Donnelly [49]. Historically, viscosity measurements have been attempted with rotating cylinders [50,51], damped fine-wire vibration [52,53], torsional quartz crystals [54], and torsional oscillators [55]. The rotating cylinder viscometer measures the shear viscosity η directly, whereas the other methods measure the kinematic viscosity η/ρ n , so that ρ n must be independently measured to extract η.…”
Section: Helium IImentioning
confidence: 99%