矩形气相色谱柱性能建模的关系

Glenn E. Spangler
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引用次数: 40

摘要

Golay的开式管状气相色谱柱理论最近被修正为适用于矩形气相色谱柱。在重新定义了平均线速度和气相传质阻力CM后,发现HETP与开管柱相同。本文推导了平均线速度的简化表达式,并将其用于拟合在微加工矩形气相色谱柱上采集的各种出口流量数据。此外,还研究了气相传质阻力,并将结果与Giddings、Chang、Myers、Davis和Caldwell以及Golay推导的早期关系进行了比较。这三种理论是一致的,目前的理论预测大保留指数的CM值略高。CM略高的值归因于矩形柱的几何形状,用目前的理论比以前的理论更好地建模。©2001 John Wiley &[J] .中国科技大学学报(自然科学版),2001
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Relationships for modeling the performance of rectangular gas chromatographic columns

Golay's theory for open tubular GC columns was recently revised for application to rectangular GC columns. The HETP was found to be the same as for open tubular columns provided the average linear velocity, ū, and the resistance-to-mass-transfer-in-the-gas-phase, CM, are redefined. In this paper, a simplified expression for the average linear velocity is derived and used to fit a variety of exit flow data collected on microfabricated rectangular GC columns. Also the resistance-to-mass-transfer-in-the-gas-phase is studied and the results compared to earlier relationships derived by Giddings, Chang, Myers, Davis and Caldwell, and by Golay. The three theories agree, with the present theory predicting a slightly higher value for CM for large retention indices. The slightly higher value for CM is attributed to the geometry for the rectangular column that is better modeled with the present theory than the former theories. © 2001 John Wiley & Sons, Inc. J Micro Sep 13: 285–292, 2001

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