Australian Centre for Research on Separation Science, School of Chemistry, University of Tasmania, Private Bag 75, Hobart 7001, Australia.
J Chromatogr A. 2011 Aug 12;1218(32):5512-9. doi: 10.1016/j.chroma.2011.06.050. Epub 2011 Jun 21.
Several procedures are available for simulating and optimising separations in ion chromatography (IC), based on the application of retention models to an extensive database of analyte retention times on a wide range of columns. These procedures are subject to errors arising from batch-to-batch variability in the synthesis of stationary phases, or when using a column having a different diameter to that used when the database was acquired originally. Approaches are described in which the retention database can be recalibrated to accommodate changes in the stationary phase (ion-exchange selectivity coefficient and ion-exchange capacity) or in the column diameter which lead to changes in phase ratio. The entire database can be recalibrated for all analytes on a particular column by performing three isocratic separations with two analyte ions. The retention data so obtained are then used to derive a "porting" equation which is employed to generate the required simulated separation. Accurate prediction of retention times is demonstrated for both anions and cations on 2mm and 0.4mm diameter columns under elution conditions which consist of up to five sequential isocratic or linear gradient elution steps. The proposed approach gives average errors in retention time prediction of less than 3% and the correlation coefficient was 0.9849 between predicted and observed retention times for 344 data points comprising 33 anionic or cationic analytes, 5 column internal diameters and 8 complex elution profiles.
基于保留模型在广泛的分析物保留时间数据库上应用于多种离子色谱(IC)分离的模拟和优化程序,这些程序受到固定相合成批次间变化或使用与原始数据库采集时使用的直径不同的柱子时产生的错误的影响。描述了一些方法,其中可以重新校准保留数据库以适应固定相(离子交换选择性系数和离子交换容量)或柱直径的变化,这些变化会导致相比例发生变化。通过在特定柱子上进行三种等度分离,可以对所有分析物进行整个数据库的重新校准,其中使用两种分析物离子。然后,使用所获得的保留数据来推导出“移植”方程,该方程用于生成所需的模拟分离。在洗脱条件下,对于 2mm 和 0.4mm 直径的柱子上的阴离子和阳离子,都证明了保留时间的准确预测,洗脱条件包括多达五个连续的等度或线性梯度洗脱步骤。所提出的方法在保留时间预测中的平均误差小于 3%,对于包括 33 种阴离子或阳离子分析物、5 种柱内径和 8 种复杂洗脱曲线在内的 344 个数据点,预测保留时间和观察保留时间之间的相关系数为 0.9849。