1993
DOI: 10.1103/physrevb.48.6276
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Extended irreversible thermodynamics of liquid helium II

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Cited by 58 publications
(63 citation statements)
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“…In steady states, the heat transfer in turbulent liquid helium [85,[89][90][91][92] may be described by an equation analogous to Eq. (6), taking the form…”
Section: Thin Tubes Filled With Superfluid Heliummentioning
confidence: 99%
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“…In steady states, the heat transfer in turbulent liquid helium [85,[89][90][91][92] may be described by an equation analogous to Eq. (6), taking the form…”
Section: Thin Tubes Filled With Superfluid Heliummentioning
confidence: 99%
“…In EIT, superfluid helium is considered as a single fluid with the heat flux as an internal variable [85]. In the more usual two-fluid model by Landau and Tisza [86][87][88][89], instead, it is considered to be composed of a normal viscous component and a superfluid one.…”
Section: Thin Tubes Filled With Superfluid Heliummentioning
confidence: 99%
“…We aim to consider heat removal from the system by means of forced He II convection with net velocity v. The basic equations for the specific volume (volume per unit mass) V = ρ −1 , the velocity v, the specific internal energy and heat flux q are [15][16][17][18] (1) has been written in terms of the volume V instead of the usual density ρ for future purposes. Since we want to avoid quantum turbulence, we will take L = 0 in Eq.…”
Section: Basic Equations For Heat Transfer In Superfluid Heliummentioning
confidence: 99%
“…where S is the entropy per unit volume, σ q is the production term of the heat flux, p is the pressure, and λ 1 and η can be interpreted as the heat conductivity and the shear viscosity when applied to a classical fluid [24]. The thermal conductivity λ 1 is related to the velocity of second sound w 2 by the relation ζ := λ 1 /τ 1 = w 2 2 ρC v , where C v is the constant volume specific heat, and τ 1 the relaxation time of the heat flux.…”
Section: Equations For Heat Transport In Laminar Flowmentioning
confidence: 99%
“…The dynamical equations in the stationary situation, neglecting the nonlinear terms, for zero net mass flow are [24,25] (5)…”
Section: Equations For Heat Transport In Laminar Flowmentioning
confidence: 99%