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聚合物容器中溶质浸出的累积模型。

Accumulation model for solutes leaching from polymeric containers.

作者信息

Jenke D R, Martinez A V, Cruz L A, Zimmerman S R

机构信息

Baxter Healthcare Corporation, William B. Graham Science Center, Round Lake, IL.

出版信息

J Parenter Sci Technol. 1993 Jul-Aug;47(4):172-6.

PMID:8410563
Abstract

An accumulation model for predicting the equilibrium solution concentration of leachables migrating from polymeric containers has been applied to the leaching of several solutes from a blend of a styrene-butadiene-styrene block co-polymer and polypropylene. The model considers three accumulation-limiting mechanisms: total available pool, solute solubility and solute partitioning. Equations relating a solute's solvent-water partition coefficients (Po/w and Ph/w) and its polymer partitioning properties have been developed. With these equations, one can predict leachable accumulation from the container weight, solution volume and the solute's partition coefficients. The maximal accumulation of the leachable in solution will be the lowest value predicted via the three accumulation-limiting mechanisms.

摘要

一种用于预测从聚合物容器中迁移出的可浸出物平衡溶液浓度的累积模型,已应用于从苯乙烯 - 丁二烯 - 苯乙烯嵌段共聚物与聚丙烯的共混物中浸出几种溶质的情况。该模型考虑了三种累积限制机制:总可用库、溶质溶解度和溶质分配。已建立了与溶质的溶剂 - 水分配系数(Po/w 和 Ph/w)及其聚合物分配特性相关的方程。利用这些方程,可以根据容器重量、溶液体积和溶质的分配系数预测可浸出物的累积量。溶液中可浸出物的最大累积量将是通过三种累积限制机制预测的最低值。

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