非均质势垒扩散运动的理论分析*

W.I. Higuchi, Takeru Higuchi
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引用次数: 145

摘要

本文提出并讨论了一些有关非均质势垒扩散的理论关系。预计这些将有助于预测制剂中的屏障行为,如药物,特别是保护性软膏和薄膜。推导出两相混合物的有效渗透率常数Pm与体积分数和各相渗透率的关系。还考虑了颗粒形状对Pm的影响。在有数据的情况下,与理论的一致性是令人满意的。讨论了两相非均相势垒的非定常态行为与扩散系数、分配系数、体积分数和与各相相关的粒径的关系。结果表明,在给定的暴露时间内,一种非均质屏障的有效性可能大于另一种,而在较长的暴露时间内,情况可能相反。还研究了“皮肤”或第三相涂层对内相粒子的影响。最后,讨论了扩散和吸收同时发生的情况,并推导了这种情况下的滞后时间表达式。
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Theoretical Analysis of Diffusional Movement Through Heterogeneous Barriers*

A number of theoretical relations dealing with diffusion through heterogeneous barriers are presented and discussed. These are expected to be useful in predicting barrier behavior in formulations such as pharmaceutical and particularly protective ointments and films. A relationship has been derived which expresses the effective permeability constant, Pm, of a two phase mixture as a function of the volume fraction and the permeability of each phase. The effect of the shape of the particles on Pm is also considered. Where data are available, agreement with theory is satisfactory. The nonstationary state behavior of a two phase heterogeneous barrier is discussed in relation to the diffusion coefficient, partition coefficient, the volume fraction, and the particle size associated with each phase. It is shown that the effectiveness of one heterogeneous barrier may be greater than another for a given time of exposure while for a longer time of exposure the reverse may be the case. The effect of a “skin” or a coat of a third phase on the internal phase particle has also been examined. Finally, the situation in which simultaneous diffusion and absorption occur is discussed and an expression for the lag time has been derived for this case.

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