多孔介质中气体的流动

G. Guiochon
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引用次数: 47

摘要

结果表明,在层流、湍流和分子流三种可能的流动类型中,气体通过气相色谱柱的流动是层流。这并不排除涡流的存在,但是涡流的位置相对于多孔介质是固定的,这与湍流中普遍存在的条件相反。接着是理想气体流过空管(泊泽维尔定律)和流过充满多孔介质的管(达西定律)的理论;用于计算未固结多孔介质渗透性的理论,如用于气相色谱法的理论;在高流速下观察到的与达西定律的偏差;最后是气体粘度理论。介绍了该领域主要量的计算方法,并给出了粘度和渗透率数值表。讨论了当前的流量理论在温度和流量规划问题中的应用。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Flow of gases in porous media

It is shown that of the three possible types of flow, i e. laminar, turbulent, and molecular, the flow of gases through a gas chromatography column is laminar. This does not rule out the existence of eddies, but the positions of the latter are fixed with respect to the porous medium, in contrast to the conditions which prevail in turbulent flow. This is followed by an account of the theory of flow of an ideal gas through an empty tube (Poiseuille's law) and through a tube filled with a porous medium (Darcy's law); of the theories intended for the calculation of the permeability of unconsolidated porous media, such as those used in gas chromatography; of the deviations from Darcy's law observed at high flow rates; and finally the theory of the viscosity of gases. The methods of calculating the principal quantities used in this field are described, and tables of viscosity and permeability values are given. The application of current theories of flow rate to problems arising from temperature and flow rate programming is discussed.

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