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描述聚合物溶解的数学模型:对药物递送的影响。

Mathematical models describing polymer dissolution: consequences for drug delivery.

作者信息

Narasimhan B

机构信息

Department of Chemical and Biochemical Engineering, Rutgers University, 98 Brett Road, Piscataway, NJ 08854-8058, USA.

出版信息

Adv Drug Deliv Rev. 2001 Jun 11;48(2-3):195-210. doi: 10.1016/s0169-409x(01)00117-x.

Abstract

Polymer dissolution is an important phenomenon in polymer science and engineering that has found applications in areas like microlithography, controlled drug delivery, and plastics recycling. This review focuses on the modeling efforts to understand the physics of the drug release process from dissolving polymers. A brief review of the experimentally observed dissolution behavior is presented, thus motivating the modeling of the mechanism of dissolution. The main modeling contributions have been classified into two broad approaches - phenomenological models and Fickian equations, and anomalous transport models and scaling law-based approaches. The underlying principles and the important features of each approach are discussed. Details of the important models and their corresponding predictions are provided. Experimental results seem to be qualitatively consistent with the present picture.

摘要

聚合物溶解是聚合物科学与工程中的一个重要现象,在微光刻、控释药物递送和塑料回收等领域有应用。本综述着重于为理解药物从溶解聚合物中释放过程的物理原理而进行的建模工作。文中简要回顾了实验观察到的溶解行为,从而推动了对溶解机制的建模。主要的建模成果已被分为两种广泛的方法——唯象模型和菲克方程,以及反常输运模型和基于标度律的方法。讨论了每种方法的基本原理和重要特征。提供了重要模型的细节及其相应预测。实验结果在定性上似乎与当前的情况一致。

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