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Determination and evaluation of gas holdup time with the quadratic equation model and comparison with nonlinear 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模型进行比较

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摘要

Gas holdup time (t_M) is a basic parameter in isothermal gas chromatography (GC). Determination and evaluation of t_M 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 t_M, while the quadratic equation (QE) model [J. Chromatogr. A 1260: 224-231] including t_M is suitable for applications. In the present study, t_M values were calculated with the QE model, which is referred to as t_(MT), evaluated and compared with other three typical nonlinear models. The QE model gives an accurate estimation of t_M in isothermal GC. The t_(MT) values are highly accurate, stable, and easy to calculate and use. There is only one t_(MT) value at each GC condition. The proper classification of t_M values can clarify their disagreement and facilitate GC retention data standardization for which t_(MT) values are promising reference t_M values.
机译:气体保持时间(t_M)是等温气相色谱(GC)中的基本参数。自1950年代以来,对等温气相色谱条件下t_M和正构烷烃保留行为的测定和评估已进行了广泛的研究,但仍未解决。差分方程(DE)模型[J.色谱A 1260:215-223]揭示了除t_M之外的正构烷烃的保留行为,而二次方程(QE)模型[J.色谱包含t_M的[1260:224-231]适用于应用程序。在本研究中,使用QE模型(称为t_(MT))计算了t_M值,并将其与其他三个典型的非线性模型进行了比较。 QE模型给出了等温GC中t_M的准确估计。 t_(MT)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t_(MT)值。 t_M值的正确分类可以阐明它们的分歧,并有助于GC保留数据的标准化,因为t_(MT)值有望成为参考t_M值。

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