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将热力学和动力学参数与非晶态稳定性相关联。

Correlating thermodynamic and kinetic parameters with amorphous stability.

作者信息

Graeser Kirsten A, Patterson James E, Zeitler J Axel, Gordon Keith C, Rades Thomas

机构信息

School of Pharmacy, University of Otago, P.O. Box 56, Dunedin, New Zealand.

出版信息

Eur J Pharm Sci. 2009 Jun 28;37(3-4):492-8. doi: 10.1016/j.ejps.2009.04.005. Epub 2009 Apr 23.

Abstract

Poor physical stability is one of the single most important factors limiting the widespread use of the amorphous state in pharmaceutics. The purpose of this study is to move away from the case study approach by investigating thermodynamic and kinetic parameters as potential predictors of physical stability of amorphous drugs for a larger sample set (12 drugs). The relaxation time, fragility index and configurational thermodynamic properties (enthalpy, entropy and Gibbs free energy) were calculated and correlated to the actual stability behaviour, obtained for 12 drugs. Below the glass transition temperature the relaxation time and fragility showed no correlation with the observed physical stability. All drugs were calculated to be 'fragile'. However, variation in the fragility index existed, with values spanning from 8.9 to 21.3, manifesting themselves as differences in the temperature dependencies of the relaxation times. A reasonable correlation between the thermodynamic parameters and the stability above T(g) was found, with the configurational entropy exhibiting the strongest correlation (r(2)=0.685). However, it could also be shown that below T(g) no clear relationship between the various factors determined and physical stability exists, indicating that stability predictions on the basis of relaxation time alone may be inadequate.

摘要

物理稳定性差是限制无定形状态在制药领域广泛应用的最重要单一因素之一。本研究的目的是通过研究热力学和动力学参数,作为更大样本集(12种药物)中无定形药物物理稳定性的潜在预测指标,从而摆脱案例研究方法。计算了弛豫时间、脆性指数和构型热力学性质(焓、熵和吉布斯自由能),并将其与12种药物的实际稳定性行为相关联。在玻璃化转变温度以下,弛豫时间和脆性与观察到的物理稳定性无关。所有药物经计算均为“脆性”。然而,脆性指数存在变化,其值范围为8.9至21.3,表现为弛豫时间的温度依赖性差异。发现热力学参数与高于玻璃化转变温度(Tg)时的稳定性之间存在合理的相关性,其中构型熵表现出最强的相关性(r2 = 0.685)。然而,也可以表明,在Tg以下,所确定的各种因素与物理稳定性之间不存在明确的关系,这表明仅基于弛豫时间进行稳定性预测可能是不够的。

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