Important features of retention indices determination in reversed-phase high performance liquid chromatography

Q4 Chemistry
I. Zenkevich, A. Derouiche, D. Nikitina
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引用次数: 0

Abstract

The features of the retention indices determination in reversed phase high perfor­mance liquid chromatography (RP HPLC) are discussed, namely the different possibilities of the application of the recurrent relations. At first, not the experimental, but the precalculated values are recommended as the retention parameters of non-sorbable compound (dead time, t0) in RP HPLC. It is because just the precalculated values provide the linearity of rela­tionships lg (tR – t0) = anC + b, where nC is the number of carbon atoms in molecules of ho­mologs selected as reference compounds (n-alkyl phenyl ketones). Besides the known Peterson and Hirsch equation for the theoretical evaluation of t0 using the retention times of three consecutive homologs, the following recurrent relations are also recommended: tR(nС – 1) = atR(nC) + b, from where it follows that t0 = lim (tR)½(nC ® 0) = b / (1 – a) under the condition that 0 < a < 1. Another area of the effective application of the recurrent relations is caused by the following fact: the ranges of the concentrations of the eluent’s organic constituents during the separation of hydrophilic analytes and hydrophobic reference n-alkyl phenyl ketones may not overlap, or over­lap only partially. In such cases, expanding the data arrays seems to be reasonable using the extrapolated values both for the target analytes, and (preferably) for the reference compo­unds. For these purposes, another kind of recurrent relations can be recommended, name­ly tR(C ± DC) = atR(C) + b, DC = const. All recommendations on the application of recurrent relations in RP HPLC are illustrated with examples.
反相高效液相色谱法测定保留指数的重要特点
讨论了反相高效液相色谱法测定保留指数的特点,即循环关系应用的不同可能性。首先,建议采用预计算值作为RP - HPLC中不可吸收化合物的保留参数(死时间,0),而非实验值。这是因为仅预先计算的值就提供了线性关系lg (tR - t0) = anC + b,其中nC是作为参考化合物(n-烷基苯基酮)的烃类分子中的碳原子数。除了使用三个连续同源物的保留时间对t0进行理论评价的已知Peterson和Hirsch方程外,还推荐了以下递归关系:tR(nС - 1) = atR(nC) + b,由此得出,在0 < a < 1的条件下,t0 = lim (tR)½(nC®0)= b / (1 - a)。循环关系有效应用的另一个领域是由以下事实引起的:在分离亲水分析物和疏水参考物n-烷基苯基酮时,淋洗液的有机成分的浓度范围可能不重叠,或只是部分重叠。在这种情况下,使用目标分析物和(优选)参考化合物的外推值来扩展数据数组似乎是合理的。为此,可以推荐另一种递归关系,即tR(C±DC) = atR(C) + b, DC = const。并举例说明了所有关于反相高效液相色谱中循环关系应用的建议。
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来源期刊
Analitika i Kontrol
Analitika i Kontrol Chemistry-Analytical Chemistry
CiteScore
0.90
自引率
0.00%
发文量
15
期刊介绍: Analitika i Kontrol is a scientific journal covering theoretical and applied aspects of analytical chemistry and analytical control, published since autumn 1997. Founder and publisher of the journal is the Ural Federal University named after the first President of Russia Boris Yeltsin (UrFU, Ekaterinburg).
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