1994
DOI: 10.1121/1.410615
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Estimation of Prandtl numbers in binary mixtures of helium and other noble gases

Abstract: This paper describes two different theoretical methods of calculating Prandtl numbers for mixtures of noble gases at moderate temperatures and pressures. In order to limit the scope and length of this work, only binary mixtures containing helium and one other noble gas (neon, argon, krypton, or xenon) were considered during this study. However, with relatively slight modifications, the methods described in this work for calculating Prandtl numbers should be applicable to other binary noble gas systems. In addi… Show more

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Cited by 52 publications
(12 citation statements)
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“…However, the calculation of the predominant boundary layer perturbations when a mixture fills the resonator requires a careful estimate of the thermal conductivity of the mixture. This property was obtained using the methods of kinetic theory reviewed by Giacobbe [14]. Besides the classical absorption caused by the irreversible flows of heat and momentum that are associated with sound propagation in pure gases, extra absorption takes place in a mixture due to mass and thermal diffusion effects, with a contribution to the halfwidths [15]:…”
Section: Analysis and Discussion Of Acoustic Resultsmentioning
confidence: 99%
“…However, the calculation of the predominant boundary layer perturbations when a mixture fills the resonator requires a careful estimate of the thermal conductivity of the mixture. This property was obtained using the methods of kinetic theory reviewed by Giacobbe [14]. Besides the classical absorption caused by the irreversible flows of heat and momentum that are associated with sound propagation in pure gases, extra absorption takes place in a mixture due to mass and thermal diffusion effects, with a contribution to the halfwidths [15]:…”
Section: Analysis and Discussion Of Acoustic Resultsmentioning
confidence: 99%
“…This is modest but encouraging since the devices can be optimized for higher performance by one to two orders of magnitude. Larger cooling power densities can be achieved by modifying the geometry (such as larger quality factor Q of resonator), raising the gas pressure [4], and using gas mixtures of lower Prandtl number [18]. Heat removal by acoustic radiation from a prime mover provides an approach, which works especially well over short distances from the heat source.…”
Section: Resultsmentioning
confidence: 99%
“…The Prandtl number has the ideal gas value of 0.667 for pure helium and pure neon. But according to [5] there is a minimum in the Prandtl number of the mixtures around a neon content of 25%. …”
Section: Choice Of Refrigerantmentioning
confidence: 96%