Solution Thermodynamics and Preferential Solvation of Atenolol in {Ethanol (1) + Water (2)} Cosolvent Mixtures

A. Jouyban, W. E. Acree, F. Martínez
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引用次数: 6

Abstract

: The solubility of atenolol (ATN) in some {ethanol (1) + water (2)} mixtures expressed in mole fraction at temperatures from 298.2 to 313.2 K was calculated from reported solubility values expressed in molarity scale. The van’t Hoff and Gibbs equations were used to calculate the respective apparent thermodynamic functions: Gibbs energy, enthalpy, and entropy of the dissolution processes. Non-linear enthalpy–entropy relationship was observed for this drug ATN in the plot of enthalpy vs. Gibbs energy of solution with negative slope in the composition region 0.00 ≤ w 1 ≤ 0.20 but positive slope in the region 0.20 ≤ w 1 ≤ 0.40. Beyond this composition, the behavior is more complex. Hence, the driving mechanism for ATN dissolution process is the entropy in water-rich mixtures and the enthalpy in mixtures 0.20 ≤ w 1 ≤ 0.40. Furthermore, the preferential solvation of ATN by both solvents was analyzed by using the inverse Kirkwood- Buff integrals observing that this drug is preferentially solvated by water molecules in water-rich and also in ethanol-rich mixtures but preferentially solvated by ethanol molecules in mixtures 0.24 ≤ x 1 ≤ 0.51.
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阿替洛尔在{乙醇(1)+水(2)}共溶剂混合物中的溶液热力学和优先溶剂化
:阿替洛尔(ATN)在温度为298.2 ~ 313.2 K的一些{乙醇(1)+水(2)}混合物中的溶解度(以摩尔分数表示)是根据报道的以摩尔浓度表示的溶解度值计算的。利用范霍夫方程和吉布斯方程分别计算了溶解过程的表观热力学函数:吉布斯能、焓和熵。在溶液焓与吉布斯能关系图中,该药物ATN的焓熵呈非线性关系,在组成区域0.00≤w 1≤0.20为负斜率,在组成区域0.20≤w 1≤0.40为正斜率。除了这种组合之外,行为更加复杂。因此,ATN溶解过程的驱动机制是富水混合物中的熵和混合物中0.20≤w1≤0.40的焓。进一步,利用Kirkwood- Buff逆积分分析了两种溶剂对ATN的优先溶剂化,发现在富水和富乙醇混合物中,ATN优先被水分子溶剂化,但在0.24≤x1≤0.51的混合物中,ATN优先被乙醇分子溶剂化。
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