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A new accurate quadratic equation model for isothermal gas chromatography and its comparison with the linear model

机译:等温气相色谱的新的精确二次方程模型及其与线性模型的比较

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The gas holdup time (t _M) is a dominant parameter in gas chromatographic retention models. The difference equation (DE) model proposed by Wu et al. (J. Chromatogr. A 2012, http://dx.doi.org/10.1016/j.chroma.2012.07.077) excluded t _M. In the present paper, we propose that the relationship between the adjusted retention time t'RZ and carbon number z of n-alkanes follows a quadratic equation (QE) when an accurate t _M is obtained. This QE model is the same as or better than the DE model for an accurate expression of the retention behavior of n-alkanes and model applications. The QE model covers a larger range of n-alkanes with better curve fittings than the linear model. The accuracy of the QE model was approximately 2-6 times better than the DE model and 18-540 times better than the LE model. Standard deviations of the QE model were approximately 2-3 times smaller than those of the DE model.
机译:在气相色谱保留模型中,气体滞留时间(t _M)是主要参数。 Wu等人提出的差分方程(DE)模型。 (J.Chromatogr.A 2012,http://dx.doi.org/10.1016/j.chroma.2012.07.077)排除了t_M。在本文中,我们提出,当获得准确的t _M时,调整后的保留时间t'RZ与正构烷烃的碳数z之间的关系遵循二次方程(QE)。该QE模型与DE模型相同或优于DE模型,可准确表达正构烷烃和模型应用的保留行为。 QE模型比线性模型涵盖了更大范围的正构烷烃,曲线拟合效果更好。 QE模型的精度大约是DE模型的2-6倍,是LE模型的18-540倍。 QE模型的标准偏差约为DE模型的标准偏差的2-3倍。

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