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基于毛细管电泳和离子迁移率经验公式测定洛伐他汀的绝对淌度和解离常数

In capillary electrophoresis, determination of the basic physical and chemical properties of compounds, such as absolute mobility (m(0)) and dissociation constant (pK(a)), is of great practical significance. This is because the aforementioned properties are often used for the qualitative or quantita...

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Detalles Bibliográficos
Autores principales: LUO, Fang, GUO, Zehua, CAO, Chengxi, FAN, Liuyin, ZHANG, Wei
Formato: Online Artículo Texto
Lenguaje:English
Publicado: Editorial board of Chinese Journal of Chromatography 2021
Materias:
Acceso en línea:https://www.ncbi.nlm.nih.gov/pmc/articles/PMC9404114/
https://www.ncbi.nlm.nih.gov/pubmed/34812009
http://dx.doi.org/10.3724/SP.J.1123.2021.01014
Descripción
Sumario:In capillary electrophoresis, determination of the basic physical and chemical properties of compounds, such as absolute mobility (m(0)) and dissociation constant (pK(a)), is of great practical significance. This is because the aforementioned properties are often used for the qualitative or quantitative analyses of the relevant compounds toward their application as potential drugs. Lovastatin is a potential drug candidate that can reduce the levels of cholesterol and low-density lipoprotein cholesterol in the blood, as well as prevent atherosclerosis and coronary heart disease. For a more convenient and rapid investigation of the properties and applications of lovastatin, it is necessary to determine its m(0) and pK(a) values. However, existing research on capillary electrophoresis for lovastatin and other related drugs focus on their quantitative determination, and their action mechanism and functions. Unfortunately, there are very few studies aimed at the determination of the m(0) and pK(a) values of lovastatin. Based on related studies, this paper herein proposed a novel method to determine m(0) and pK(a) of lovastatin. The present study mainly included a calculation method and experimental verification. The calculation method was based on capillary zone electrophoresis (CZE) and the empirical formula of ion mobility. First, on the basis of the empirical formula, the calculation formula for m(0) was derived from the relationship between the actual mobility (m(act)), effective mobility (m(eff)) and m(0). Second, for a monovalent acid (HA), according to the calculation formula for m(0) part, considering the hydrogen ion concentration as the independent variable and the reciprocal of m(eff) as the dependent variable, a straight line was obtained on the coordinate axis. From the slope of this straight line, the dissociation equilibrium constant K(a) was obtained directly, and pK(a) was calculated easily. After the derivation of m(0) and pK(a) in the theoretical part, the feasibility and reliability of this method were verified by using it to determine the m(0) and pK(a) values of several organic acids and bases (barbituric acid, benzoic acid, benzylamine, phenol, and m-cresol) in the experimental part. Note that for the buffer system with pH<6.0, reverse capillary electrophoresis was used for the determination of pK(a), because this technique helped shorten the migration time and facilitates the detection of analytes that could not reach the cathode. After obtaining m(0) and pK(a), the theoretical reference values for these parameters were obtained by PeakMaster 5.1. The experimental data were well consistent with the theoretical m(0) and pK(a) values. The standard deviation (SDs) of m(0) and pK(a) were less than 6.0% and 6.2%, respectively. From the correlation coefficient (R) of the linear regression equation, it was found that the linear regression lines of pK(a) fit well, indicating the excellent reliability of this method. Finally, with this simple and reliable method, dimethyl sulfoxide (DMSO) was used as a marker for electroosmotic flow to determine the m(0) and pK(a) values of lovastatin (-1.70×10(-8) m(2)/(V·s) and 9.00, respectively). This method is suitable for the determination of m(0) and pK(a) of acidic and basic analytes. The method has high accuracy and is expected to play an indispensable role in drug analysis.