反相液相色谱(RPLC)中移动相pH值对有机酸、有机碱和两性离子保留行为的影响

本文以水的缓冲液为冲洗剂,在硅胶——十六烷基键合相色谱柱上,对在不同pH值的移动相中某些有机酸、有机硷和两性离子的色谱保留行为进行了研究。根据溶质与固定相、移动相的相互作用和解离平衡过程,推导出了相应的色谱保留方程。从实验结果和方程计算出了一些被分离物质的解离平衡常数,并与文献结果进行了比较。对于在临床化学等领域有重要意义的七种化合物进行了有效的分离。     

溶质在气相色谱中进样量和保留值关系的方程

考虑到气相中溶质分子和其它成分在固定相上的竞争吸附作用,提出了一个描述溶质在气相色谱中进样量和保留值的关系式.由此方程可以获得两个描述色谱体系特征的重要参数:溶质和其它成分在固定相表面竞争吸附的热力学平衡常数Ka和单位体积固定相所能吸附溶质的量NmS.当其它参数给定时,Ka的大小直接决定溶质进样量与保留值关系式的性质.通过试验对此方程进行了初步验证.     

一个描述液相色谱体系中溶质进样量与保留值关系的方程

通过考虑溶质和溶剂在液相色谱体系中的相互作用,从理论上给出了一个描述溶质在液相色谱体系中进样量与保留值之间关系的方程。由方程可以证明,当进样量趋于零时,溶质的保留值为一定值,当进样量无限大时,溶质的保留值趋于零,且随着进样量的增加,溶质的保留值必然减小。通过方程的线性形式,可以获得两个描述色谱体系特征的重要参数：一个是溶质与固定相相互作用的平衡常数Ｋ,另一个是假想的分布在固定相表面上的活性点总数。     

反相液相色谱中同系物保留过程中的等焓点

依据液相色谱中溶质计量置换保留模型,从理论上分别推导了出在反相高效订色谱（ＲＰＬＣ）中同系物端基和重复结构单元对Ｚ（１ｍｏｌ溶剂化溶质被固定相吸附时,在其接触表面释放出溶剂的摩尔总数）与绝对温度倒数间的线性关系式。也从分子结构参数推荐导出了同系物端基对总变的贡献△Ｈ,和同系物非端基（或键长）对总焓变的贡献△ＨｓＮｃ的表达式。从而建立了等焓点的坐标方程,阐明了等点的纵坐标相是溶质在等点处的变为零,等     

反相高效液相色谱中溶质保留过程的热力学研究 Ⅱ. 焓变及其分量, 吸附及解吸附焓变

依据液相色谱中溶质计量置换保留模型, 从理论上分别推导出了在反相高效液相色谱(RP-HPLC)中lgI(与1mol溶质对固定相的亲合势有关的常数)和Z(对应于1mol溶质被固定相吸附时释放出置换剂的摩尔数)对绝对温度导数的线性关系式。发现非极性与极性小分子溶质的lgI和Z均具有热力学衡常数的特征。如在前报[1]报告的吉布斯自由能变一样, 也推导出了可将溶质保留过程中的总吸附焓变△H(Pa)分成两个独立的分量, 吸附焓变△(1,a)和解吸附焓变△H(Z,D)的表达式。可同时对在流动相中不同置换剂浓度条件下的△H(Pa)和△(Z,D)进行估算,并与实验值进行了比较, 偏差小于±10%。并用△H(1,a)和△H(Z,D)值对溶质在RP-HPLC的保留过程中热变化进行了解释。     

反相高效液相色谱中溶质保留过程的热力学研究 Ⅱ. 焓变及其分量, 吸附及解吸附焓变

依据液相色谱中溶质计量置换保留模型,从理论上分别推导出了在反相高效液相色谱(RP-HPLC)中lgI(与1mol溶质对固定相的亲合势有关的常数)和Z(对应于1mol溶质被固定相吸附时释放出置换剂的摩尔数)对绝对温度导数的线性关系式发现非极性与极性小分子溶质的lgI和Z均具有热力学平衡常数的特征.如在前报报告的吉布斯自由能变一样,也推导出了可将溶质保留过程中的总吸附焓变△H_(Pa)分成两个独立的分量,吸附焓变面△H_(I,a)和解吸附焓变△H_(Z,D)的表达式.可同时对在流动相中不同置换剂浓度条件下的△H_(Pa)和△H_(Z,D)进行估算,并与实验值进行了比较,偏差小于±10%并用面△H_(I,a)和△H_(Z.D)值对溶质在RP-HPLC的保留过程中热变化进行了解释.     

芳香族化合物在十六烷基磷酸锡固定相上的热力学性质研究

以十六烷基磷酸锡做固定相，甲醇－水为流动相，考察了温度对分离参数的影响，测定了芳香类化合物在色谱过程中的热力学常数──△Ｈ°、△Ｓ°、△Ｇ°_（２９８）和ｌｎＫ_（２９８），并用热力学常数的变化说明芳香类溶质疏水性的大小以及色谱保留行为的规律，同时推导出这些热力学函数与溶质分子结构间的关系。     

计量置换参数Z值分量的测定(英文)

 以计量置换吸附理论(SDT A)为基础,从理论上推导出计量吸附模型中表征溶质对固定相亲合势大小的参数βa值与流动相中强置换剂浓度的对数呈线性关系。计量置换模型中的参数n和q(n和q分别代表1摩尔溶剂化溶质被吸附时,从吸附剂表面和从溶质分子表面所释放出的溶剂的物质的量)是计量置换参数Z值的分量,是两个非常有用的参数,可以从这个定量关系中直接获得。推导出的方程用苯的衍生物进行了实验验证,获得了较满意的结果。将这种方法计算得到的分量值与SDT A与计量置换保留模型(SDT R)相结合的方法得到的分量值进行了比较。     

动态磁涂覆混合纳米固定相毛细管电色谱中芳香酸的输运特征研究

推导了芳香酸在动态磁涂覆混合纳米固定相开管毛细管柱中等度洗脱和二元台阶梯度洗脱条件下的输运方程, 考察了其在该色谱柱上的保留特征. 结果表明, 等度洗脱时, 电渗流方向及大小随着两种固定相配比的改变而改变, 溶质的容量因子与弱阴离子交换固定相和反相固定相比例(Fe₃O₄@SiO₂-NH₂︰Fe₃O₄@SiO₂-C₁₈)之间具有良好的线性关系, 拟合后相关系数大于0.9166. 二元台阶梯度洗脱条件下, 溶质的迁移时间可以通过其在等度洗脱条件下的洗脱时间加以预测. 溶质在经磷酸缓冲液浓度、有机调节剂浓度和pH值台阶梯度洗脱后, 其预测保留时间和实际保留时间之间的相对误差分别小于8.0%, 10%和5.8%. 构建的系统在优化的色谱条件下对水提天麻进行了分离, 其主要成分柠檬酸的保留时间预测值与实际值之间相对误差为11%.     

反相液相色谱中同系物结构参数收敛的热力学表征

以液相色谱中的溶质计量置换保留模型为理论基础,从热力学角度对反相液相色谱中同系物四种分子结构参数的收敛性进行了研究,推导出计算收敛点的坐标方程,并从热力学角度阐述了收敛点坐标的物理意义。这些参数收敛点纵坐标的自由能变均为０。基于任何常数值与２．３０３ＲＴ之乘积均带有能量量纲,故横坐标为分别用Ｚ和这些参数表征自由能时两者之间的补偿自由能。并进一步讨论了同系物收敛性存在的实质是在收敛点时,溶质的总保留     

Behavior of neutral solutes in pressurized flow driven electrochromatography using a mixed stationary phase of ODS and anion-exchange

The behavior of neutral sample solutes in pressurized flow driven electrochromatography using a mixed stationary phase, which consisted of ODS and anion-exchange (ODS-SAX), was studied. Applications of both positive and negative voltage on a column induced increases in retention factors of sample solutes. The direction of an electroosmotic flow under applications of positive and negative voltage were the same, therefore, the sign of the surface charge density under positive and negative voltage was opposite. We proposed a new equation for the relationship between applied voltage and surface charge density, and the practical electroosmotic flow conformed to this equation. Studying the electroosmotic flow using our proposed equation revealed that the applied negative voltage accelerates the protonation of the quaternary ammonium group and dissociation of the silanol group on packing materials. The retention behavior of a neutral solute was affected by the existence of the charged functional groups. We propose that this phenomenon is applicable to the control of the retention behavior of a sample solute using an electric field.     

Hydrophobic effects on partial molar volume

The hydrophobic effects on partial molar volume (PMV) are investigated as a PMV change in the transfer of a benzenelike nonpolar solute from the nonpolar solvent to water, using an integral equation theory of liquids. The volume change is divided into two effects. One is the "packing" effect in the transfer from the nonpolar solvent to hypothetical "nonpolar water" without hydrogen bonding networks. The other is the "iceberg" effect in the transfer from nonpolar water to water. The results indicate that the packing effect is negative and a half compensated by the positive iceberg effect. The packing effect is explained by the difference in the solvent compressibility. Further investigation shows that the sign and magnitude of the volume change depend on the solute size and the solvent compressibility. The finding gives a significant implication that the exposure of a hydrophobic residue caused by protein denaturation can either increase or decrease the PMV of protein depending on the size of the residue and the fluctuation of its surroundings.     

Encapsulation Efficiency and Micellar Structure of Solute-Carrying Block Copolymer Nanoparticles

We use discontinuous molecular dynamics (DMD) computer simulation to investigate the encapsulation efficiency and micellar structure of solute-carrying block copolymer nanoparticles as a function of packing fraction, polymer volume fraction, solute mole fraction, and the interaction parameters between the hydrophobic head blocks and between the head and the solute. The encapsulation efficiency increases with increasing polymer volume fraction and packing fraction but decreases with increasing head-head interaction strength. The latter is due to an increased tendency for the solute to remain on the micelle surface. We compared two different nanoparticle assembly methods, one in which the solute and copolymer co-associate and the other in which the copolymer micelle is formed before the introduction of solute. The assembly method does not affect the encapsulation efficiency but does affect the solute uptake kinetics. Both head-solute interaction strength and head-head interaction strength affect the density profile of the micelles; increases in the former cause the solute to distribute more evenly throughout the micelle, while increases in the latter cause the solute to concentrate further from the center of the micelle. We explain our results in the context of a model of drug insertion into micelles formulated by Kumar and Prud'homme; as conditions become more conducive to micelle formation, a stronger energy barrier to solute insertion forms which in turn decreases the encapsulation efficiency of the system.     

气液色谱中串联柱、多相柱与均相柱的保留体积的热力学讨论

本文测定了一些溶质在一些二元固定液串联柱、多相柱与均相柱的比保留体积,应用三元体系的Flory-Huggins公式以及两种不同溶剂的Flory-Huggins型相互作用参数数据,揭示了溶质在这些柱中比保留体积异同的热力学原因.     

An Extension and New Interpretation of Ościk's Equation for Describing Liquid Chromatography with Mixed Mobile Phases. II. Partition and Adsorption Effects

Abstract

Previously [J. Liquid Chromatogr. 8 (1985) 1363] it was shown that an equation having a form similar to O?cik's classical equation was derivable from a model involving solute partitioning (with no solute and solvent displacement) between a bulk-liquid mobile phase and a surface-influenced stationary liquid layer. Based on a recent general theory, we now propose a solute retention model which reveals an alternative molecular basis of O?cik's equation, which has been successfully applied to a range of liquid adsorption chromatographic systems. According to this model, solute is distributed between the     

Analysis of solute diffusion in poly(vinyl alcohol) hydrogel membrane

Measurement of diffusion and partitioning of solutes having molecular weights ranging 180–66000 in PVA gel membranes with various crosslinking degree were carried out. With increasing solute size or decreasing number of average molecular weight between crosslinks of the membranes, both the solute permeability and partition coefficient decreased. In spite of similar solute sizes, the more hydrophilic solute ribonuclease showed higher permeability and partition coefficient than the less hydrophilic α-lactalbumin, probably due to interaction with the hydrophilic PVA. The solute diffusion through swollen gel membrane was analyzed by the equation based on free volume theory. In this analysis equation, the partition coefficient, which is defined as the ratio of solute concentration in gel membrane standardized by water volume in the membrane to that in bulk solution, was introduced as the probability of a diffusing species finding a mesh with a volume of at least the solute size. The efficiency of the proposed analysis equation was confirmed by the experimental results of the effects of solute size and water volume fraction in the membrane.     

液-固吸附体系中扩展的Langmuir方程的推导和检验

从气-固吸附体系中推导出的Langmuir方程,近一世纪来只能经验性地描述液相吸附。本研究以液-固界面上的溶质计量置换模型为基础,考虑到液-固吸附体系中各组分之间的相互作用,从理论上推导出了在液-固体系中描述在不同溶剂浓度条件下的溶质吸附的扩展的Langmuir公式,并称其为扩展的Langmuir公式。将Langmuir公式中经验参数与液相色谱中的计量置换平衡中的参相关联,还将其扩展到在不同溶剂浓度条件下的溶质定量吸附的描述,为Langmuir方程在描述不同溶剂浓度条件下的组分吸附奠定了理论基础,扩大了Langmuir公式的应用。以不同溶剂浓度条件下所得到的吸附等温线数据对理论推导出的扩展的Langmuir公式进行了验证,并与计算置平衡中的参数相关联,表现用吸附等温线法计算的计量置换参数Z与用高效液相色谱法得到的Z值符合程度很好。     

Glass wool in the injector insert for quantitative analysis in splitless injection

Summary The use is suggested of a light packing of (silylated) glass wool in the injector insert between the end of the inserted syringe needle and the column inlet to improve quantitation in splitless injection for samples containing some involatile material. Glass wool reduces the standard deviation of the results but its major advantage is the improvment of the solute transfer onto the column. It reduces or eliminates matrix effects in splitless injection where solute transfer, and hence absolute and relative peak areas, depends on the sample composition (a source of serious systematic errors). High injector temperatures are required to overcome the retention of the solutes in the sample byproducts.     

A New Equation for Solute Retention in Liquid Chromatography

In consideration of the adsorption of solvent, diluent and solute molecules on the surface of a stationaryphase, a new equation for solute retention in liquid chromatography is presented. This equation includesthree parameters: the displacement equilibrium constant (Ksd) between the solvent and diluent molecules onthe surface of the stationary phase, the total number(N) of the solvent and diluent molecules released fromthe stationary phase after one solute molecule being adsorbed, and the parameter (I) related to the thermody-namic equilibrium constant for the solute adsorption on the stationary phase. Over the whole concentrationrange of the solvent in the mobile phase, the experimental retention data can be well described by this equa-tion, parameters K~, N and I can be obtained by the regression analysis of the experimental retention data,and consequently the number of the solvent and the diluent molecules displaced by one solute molecule fromthe stationary phase can also be derived at different solvent concentrations in the mobile phase,