Adams E, Coomans D, Smeyers-Verbeke J, Massart D L
Vrije Universiteit Brussel, Pharmaceutical Institute, Laarbeeklaan 103, B-1090 Brussels, Belgium.
Int J Pharm. 2001 Sep 11;226(1-2):107-25. doi: 10.1016/s0378-5173(01)00775-x.
The performance of linear mixed effects models for the comparison of dissolution profiles is examined. This type of model is frequently used by statisticians, but is rather unknown to people that work in dissolution laboratories. Hence, an extensive theoretical part was introduced to make the methodology more accessible. Firstly, repeated measures ANOVA is discussed, followed by the "real" linear mixed effects models. The theory is applied to two types of dissolution data: one corresponding to an immediate and another to a slow release formulation. We tried to use as much as possible the standard settings of the statistical software (S-plus). Suggestions are given to solve problems encountered during model fitting. It was found that the statistical limits are much more discriminative than the similarity factor.
研究了用于比较溶出曲线的线性混合效应模型的性能。这种模型经常被统计学家使用,但在溶出实验室工作的人员却不太了解。因此,引入了广泛的理论部分以使该方法更易于理解。首先,讨论了重复测量方差分析,然后是“真正的”线性混合效应模型。该理论应用于两种类型的溶出数据:一种对应速释制剂,另一种对应缓释制剂。我们尽可能使用统计软件(S-plus)的标准设置。针对模型拟合过程中遇到的问题给出了建议。结果发现,统计限度比相似因子更具区分性。