1963
DOI: 10.1016/s0031-8914(63)80201-3
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The thermal conductivity of argon at elevated densities

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Cited by 94 publications
(32 citation statements)
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“…Good measurements of the thermal conductivity of argon were made by Michels et al [18]. Th e values at 0 and 25°C for a pressure of 1 X 10 5 Pa atmosphere are 1.633 X 10-2 w m-I K-I and 1.758 X 10-2 w m-I K -t, differing from the results in this paper by -1.1 percent and -0.4 percent, res pectively.…”
Section: Discussioncontrasting
confidence: 57%
“…Good measurements of the thermal conductivity of argon were made by Michels et al [18]. Th e values at 0 and 25°C for a pressure of 1 X 10 5 Pa atmosphere are 1.633 X 10-2 w m-I K-I and 1.758 X 10-2 w m-I K -t, differing from the results in this paper by -1.1 percent and -0.4 percent, res pectively.…”
Section: Discussioncontrasting
confidence: 57%
“…However, considering the reproducibility to be ± 0.6 percent, and considering that the deviation of a set of AT data from its regression straight line is quite often closer to 0.8 percent, we shall regard the 0.3 percent obtained in the low density extrapolation as a fortunate coincidence, and claim an overall accuracy of ± 1 percent for the values of thermal conductivity. [12] and values by Le Neindre, et al [13]. The four sets of data agree within their mutual uncertainties of ± 1.0 percent, ± 0.3 percent, ± 2 percent and ± 3 percent respectively.…”
Section: Performance Of the Instrumentsupporting
confidence: 72%
“…Dymond [10], in an extension of the hard sphere model to dilute gases, found that for temperatures up to 1.7 T c the thermal conductivities of argon determined by Michels, et al [12] and Le Neindre, et al [13] showed a similar critical enhancement, larger than the one reported here because of the lower temperatures involved. Dymond concluded that the hard sphere model is unable to account for the anomalous behavior of the thermal conductivity data.…”
Section: Description Of the Instrumentsupporting
confidence: 64%
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“…0.0386(bf)^ + 0.0127(bp)^+ O.OO^Cbp)^* (32) According to Eq. (31), the ratio X/ X, for rigid spheres is a temperature independent function of the reduced density bp .…”
mentioning
confidence: 99%