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prediction of worst case migration form packaging to food using mathematical models

机译:使用数学模型预测从包装到食品的最坏情况迁移

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prediction of migration from packaging to food is often made using equations which are not always designed specifically for the problem. At least, these equations should overestimate migration, in order to be on the safe side. Integration of Fick's equation under the assumption of 'infinite packaging' provides an equation which is very practical since it requires only a few experimental data. It is shown here that, unfortunately, the use of this equation leads to a systematic under- estimation of the diffusivity, by the square of the percentage of migration at steady state.
机译:从包装到食品迁移的预测通常是使用方程式进行的,而这些方程式并非总是专门针对该问题设计的。至少,为了安全起见,这些方程式应高估迁移率。 Fick方程在“无限包装”假设下的积分提供了一个非常实用的方程,因为它仅需要少量实验数据。此处表明,不幸的是,使用此方程式导致扩散率的系统性估计不足,是稳态下迁移百分比的平方。

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