Thermal Conductivity of Gases. I. The Coaxial Cylinder Cell

L. A. Guildner
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引用次数: 20

Abstract

By combining appropriate geometric configuration and mathematical analysis with improved measuring techniques, the cell constant of a coaxial cylinder thermal conductivity cell was determined within 0.1 percent. An analysis of the rate of heat transfer in such a cell showed a way to treat the data so that the error contribution of experimental deviations from idealized conditions is kept small. The principal considerations are: That heat transport by convection is significantly large in a dense gas. This transport was analyzed mathematically from basic principles. The agreement of experimental results with the analysis indicated that the expressions are valid and that the convective heat transport could be accounted for with little more error than was involved in the precision of the heat transfer measurements. That the heat transfer in a vacuum corresponds to the heat transfer by radiation and solid contacts in the presence of a gas. The uncertainty was that associated with the accuracy of determining the vacuum values. That other effects were small enough to be computed and corrected for without increasing the uncertainty of the values of the thermal conductivity.
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气体的导热性。1 .同轴圆柱电池
通过适当的几何结构和数学分析与改进的测量技术相结合,确定了同轴圆柱形导热电池的电池常数在0.1%以内。对这种电池中的传热率的分析显示了一种处理数据的方法,使实验偏差对理想条件的误差贡献保持在很小的范围内。主要的考虑是:在稠密的气体中,对流的热传输是非常大的。从基本原理出发,用数学方法对这种输运进行了分析。实验结果与分析结果的一致表明,表达式是有效的,对流热输运的计算误差比传热测量精度所涉及的误差要小。真空中的传热与气体存在时的辐射和固体接触的传热相对应。不确定度与确定真空值的准确性有关。其他影响很小,可以计算和修正,而不会增加导热系数值的不确定性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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