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Determination and evaluation of gas holdup time with the quadratic equation model and comparison with nonlinear equation models for isothermal gas chromatography

机译:用二次方程模型确定和评估气体滞留时间并与等温气相色谱法与非线性方程模型进行比较

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摘要

Gas holdup time (tM) is a basic parameter in isothermal gas chromatography (GC). Determination and evaluation of tM and retention behaviors of n-alkanes under isothermal GC conditions have been extensively studied since the 1950s, but still remains unresolved. The difference equation (DE) model [J. Chromatogr. A 1260:215–223] reveals retention behaviors of n-alkanes excluding tM, while the quadratic equation (QE) model [J. Chromatogr. A 1260:224–231] including tM is suitable for applications. In the present study, tM values were calculated with the QE model, which is referred to as tMT, evaluated and compared with other three typical nonlinear models. The QE model gives an accurate estimation of tM in isothermal GC. The tMT values are highly accurate, stable, and easy to calculate and use. There is only one tMT value at each GC condition. The proper classification of tM values can clarify their disagreement and facilitate GC retention data standardization for which tMT values are promising reference tM values.
机译:气体保持时间(tM)是等温气相色谱(GC)中的基本参数。自1950年代以来,已经对等温气相色谱条件下正构烷烃的tM和保留行为的测定和评估进行了广泛研究,但仍未解决。差分方程(DE)模型[J.色谱1260:215–223]揭示了除tM以外的正构烷烃的保留行为,而二次方程(QE)模型[J.色谱包含tM的1260:224–231]适用于应用。在本研究中,使用QE模型(称为tMT)计算了tM值,并将其与其他三个典型的非线性模型进行了比较。 QE模型可精确估算等温GC中的tM。 tMT值高度准确,稳定并且易于计算和使用。每个GC条件下只有一个tMT值。正确的tM值分类可以澄清它们的分歧,并有助于GC保留数据的标准化,因为tMT值有望成为参考tM值。

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