苯磺酸氨氯地平在293.2 ~ 323.2 K丙二醇和1-丙醇混合物中的溶解度和热力学分析

Homa Rezaei , Fleming Martinez , William E. Acree Jr , Abolghasem Jouyban
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引用次数: 0

摘要

采用分光光度法定量测定了苯磺酸氨氯地平(ADB)在各种丙二醇和1-丙醇混合物中的溶解度特性,并通过建立的摇瓶技术进行了平衡后的测定。这种溶解度量化扩展到五个不同的温度范围,从293.2 K到313.2 K,结合11个离散的质量分数。观察到ADB的溶解度随着丙二醇质量分数的增加而增强,最终在313.2 K时达到最大溶解度值,丙二醇质量分数为0.8。ADB的溶解度数据使用各种线性共溶解度模型进行相关分析,得出的平均百分比偏差从1.0%到24.8%不等。在热力学领域,计算了与ADB溶解过程相关的表观参数,即焓、熵和吉布斯自由能。导出的ADB的焓-熵关系表现出非线性行为。具体地说,在这些混合物中,焓对吉布斯能的曲线在w1=0.0至w1=0.1、w1=0.2至w1=0.3、w1=0.4至w1=0.5、w1=0.6至w1=0.7和w1=0.8至w1=1.0的范围内呈现正斜率,但在w1=0.1至w1=0.2、w1=0.3至w1=0.4、w1=0.5至w1=0.6和w1=0.7至w1=0.8之间转变为负斜率。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Solubility and thermodynamic analysis of amlodipine besylate in mixtures of propylene glycol and 1-propanol from 293.2 to 323.2 K
The solubility characteristics of amlodipine besylate (ADB) in various propylene glycol and 1-propanol mixtures were quantitatively determined using a spectrophotometric approach, post equilibration via the established shake-flask technique. This solubility quantification was extended across a spectrum of five distinct temperatures, ranging from 293.2 K to 313.2 K, in conjunction with eleven discrete mass fractions. It was observed that the solubility of ADB exhibited an enhancement concomitant with an increase in the propylene glycol mass fraction, culminating in a maximal solubility value at 313.2 K for a propylene glycol mass fraction of 0.8. The solubility data of ADB was subjected to correlation analysis using a variety of linear cosolvency models, yielding mean percentage deviations spanning from 1.0 % to 24.8 %. In the realm of thermodynamics, the apparent parameters, namely enthalpy, entropy, and Gibbs free energy, pertinent to the dissolution processes of ADB were computed. The derived enthalpy-entropy relationship for ADB demonstrated a non-linear behavior. Specifically, the plot of enthalpy against Gibbs energy revealed positive slopes in the ranges of w1=0.0 to w1=0.1, w1=0.2 to w1=0.3, w1=0.4 to w1=0.5, w1=0.6 to w1=0.7, and w1=0.8 to w1=1.0 in these mixtures, but transitioning to negative slopes between w1=0.1 and w1=0.2, w1=0.3 to w1=0.4, w1=0.5 to w1=0.6, and w1=0.7 to w1=0.8.
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