Caccavo Diego, Lamberti Gaetano, Cafaro Maria Margherita, Barba Anna Angela, Kazlauske Jurgita, Larsson Anette
Department of Industrial Engineering, University of Salerno, Fisciano, SA, Italy.
Department of Pharmacy, University of Salerno, Fisciano, SA, Italy.
Br J Pharmacol. 2017 Jun;174(12):1797-1809. doi: 10.1111/bph.13776. Epub 2017 Apr 22.
Coated pellets are widely used as oral drug delivery systems, being highly accepted by patients and with several advantages compared to single unit devices. However, their behaviour needs to be elucidated so as to improve the effectiveness of the formulations and reduce production costs. In spite of this important issue, few mathematical modelling studies have been attempted, mostly due to the complexities arising from the system's polydispersity (non-homogeneous multiple-unit particulate systems), which has been scarcely investigated using mechanistic models.
A mechanistic mathematical model was developed that was able to describe the single pellet behaviour in terms of hydration, drug dissolution, diffusion and release and particle size. This model was then extended to describe and predict the behaviour of mono- and polydispersed ensembles of pellets.
The polydispersity arising from the size and distribution of the inert core was shown to have a minimal effect on the drug release profile, whereas the thickness and distribution of the polymeric film was found to be the key parameter determining the drug release.
The mechanistic model developed, which is capable of determining the polydispersity of the drug delivery system, was able to predict the release kinetics from ensembles of pellets and to highlight the key parameters that need to be controlled in the production of pellet-based drug delivery systems, demonstrating its use as a powerful predictive tool.
包衣微丸作为口服给药系统被广泛应用,深受患者认可,与单一剂型相比具有诸多优势。然而,需要阐明其行为,以提高制剂的有效性并降低生产成本。尽管这一问题很重要,但很少有人尝试进行数学建模研究,主要是因为该系统的多分散性(非均相多单元颗粒系统)会带来复杂性,而利用机理模型对其进行的研究很少。
建立了一个机理数学模型,该模型能够从水化、药物溶解、扩散、释放以及粒径方面描述单个微丸的行为。然后将该模型扩展,以描述和预测单分散及多分散微丸组合体的行为。
结果表明,惰性核的大小和分布所产生的多分散性对药物释放曲线影响极小,而聚合物膜的厚度和分布是决定药物释放的关键参数。
所建立并能够确定给药系统多分散性的机理模型,能够预测微丸组合体的释放动力学,并突出了基于微丸的给药系统生产中需要控制的关键参数。这证明了该模型可作为一种强大的预测工具。