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用等温量热法定量测定无定形药物二元混合物的松弛速率。

Quantifying the rates of relaxation of binary mixtures of amorphous pharmaceuticals with isothermal calorimetry.

机构信息

Department of Pharmaceutics, School of Pharmacy, University of London, London, UK.

出版信息

Int J Pharm. 2010 Oct 31;399(1-2):12-8. doi: 10.1016/j.ijpharm.2010.07.022. Epub 2010 Jul 22.

Abstract

While the use of isothermal calorimetry to quantify the rate of relaxation of one-phase amorphous pharmaceuticals, through application of models, is well documented, the resolution of the models to detect and quantify relaxation in systems containing two independent amorphous phases is not known. Addressing this knowledge gap is the focus of this work. Two fitting models were tested; the Kohlrausch-Williams-Watts model (KWW) and the modified-stretch exponential (MSE). The ability of each model to resolve relaxation processes in binary systems was determined with simulated calorimetric data. It was found that as long as the relaxation time constants of the relaxation processes were with 10(3) of each other, the models could determine that two events were occurring and could quantify the correct reaction parameters of each. With greater differences in the time constants, the faster process always dominates the data and the resolving power of the models is lost. Real calorimetric data were then obtained for two binary amorphous systems (sucrose-lactose and sucrose-indomethacin mixtures). The relaxation behaviour of all the single components was characterised as they relaxed individually to provide reference data. The ability of the KWW model to recover the expected relaxation parameters for two component data was impaired because of their inherently noisy nature. The MSE model reasonably recovered the expected parameters for each component for the sucrose-indomethacin system but not for the sucrose-lactose system, which may indicate a possible interaction in that case.

摘要

尽管通过应用模型,等温量热法已被广泛用于量化单相无定形药物的弛豫速率,但对于包含两个独立无定形相的系统中弛豫的检测和量化,这些模型的分辨率尚不清楚。本工作的重点是解决这一知识空白。我们测试了两种拟合模型: Kohlrausch-Williams-Watts 模型(KWW)和修正拉伸指数模型(MSE)。通过模拟量热数据确定了每个模型在二元系统中解析弛豫过程的能力。结果发现,只要弛豫过程的弛豫时间常数彼此相差 10(3),则模型就可以确定有两个事件正在发生,并可以量化每个事件的正确反应参数。当时间常数差异较大时,较快的过程总是主导数据,而模型的分辨率则会丧失。然后,我们获得了两个二元无定形系统(蔗糖-乳糖和蔗糖-吲哚美辛混合物)的真实量热数据。所有单个成分的弛豫行为都被表征,因为它们单独弛豫以提供参考数据。由于其固有的噪声性质,KWW 模型恢复两分量数据预期弛豫参数的能力受到了损害。MSE 模型合理地恢复了蔗糖-吲哚美辛系统中每个成分的预期参数,但不适用于蔗糖-乳糖系统,这可能表明在这种情况下可能存在相互作用。

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