1989
DOI: 10.1021/ac00184a003
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Retention mechanisms in reversed-phase liquid chromatography. Stationary-phase bonding density and partitioning

Abstract: The partitioning model of retention for reversed-phase liquid chromatography, described by mean-field statistical thermodynamic theory, asserts that one principal driving force for solute retention is the creation of a solute-sized cavity in the stationary phase. Beyond a critical stationary phase bonding density, increased grafted chain density should result in enhanced chain ordering, which will increase the energy necessary for solute cavity formation and result in decreased chromatographic partition coeffi… Show more

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Cited by 164 publications
(98 citation statements)
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“…The use of polar stationary phases resulted in significantly poorer regression coefficients than the other phases. This is likely due to significant degrees of adsorptive interactions, in addition to the partitioning of solute between the mobile and stationary phases [22][23][24]. In our experience, mixed retention mechanisms result in poor LSER regression fits.…”
Section: Effect Of Additives With Various Stationary Phasesmentioning
confidence: 69%
“…The use of polar stationary phases resulted in significantly poorer regression coefficients than the other phases. This is likely due to significant degrees of adsorptive interactions, in addition to the partitioning of solute between the mobile and stationary phases [22][23][24]. In our experience, mixed retention mechanisms result in poor LSER regression fits.…”
Section: Effect Of Additives With Various Stationary Phasesmentioning
confidence: 69%
“…According to Sander et al, the molecular-shape selectivity can be explained by the immobilization density of an octadecyl group on silica, and thus distinct enhanced selectivity can be realized by high-density ODS (more than 25 wt%). 33,34 However, our silica-supported ODAn used in this study has only 16.4 -18.5 wt% in the organic phase, and thus the content of an octadecyl group is even smaller (15 wt%), but the α value is much higher than that of conventional ODS. This is not only because ODAn has carbonyl groups as a π-electron source for an electrostatic interaction but also because it can form ordered structures at temperatures below Tc to promote multiple π-π interactions.…”
Section: Discussionmentioning
confidence: 89%
“…On the other hand, the two calculated surface coverages (2.89 for Pro C18 and 2.69 for Pro C18 RS) are close and below the value reported by Sentell and Dorsey (3.1 mmol/m 2 ) for C18-bonded chain. Consequently, the decrease in the partition coefficient due to a high surface coverage cannot explain the retention behaviour observed on the two YMC [20].…”
Section: Properties Of High-loaded Phasesmentioning
confidence: 94%
“…The calculated surface coverage is equal to 3.52 for ODS2 and 1.95 for ODS3. In this case, the change in the partition coefficient due to an entropic phenomenon could be evoked [20], due to the great difference between the two Prodigy phases, to explain why the retention on ODS2 seems lower than it should be.…”
Section: Properties Of New Phases Derived From An Older Versionmentioning
confidence: 97%