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界面动力学对透皮给药的影响:计算机建模

Interfacial kinetics effects on transdermal drug delivery: a computer modeling.

作者信息

Xing Malcolm M Q, Pan Ning, Zhong Wen, Hui Xiaoyin, Maibach Howard I

机构信息

Department of Biological Systems Engineering, University of California, Davis, CA 94143-0989, USA.

出版信息

Skin Res Technol. 2008 May;14(2):165-72. doi: 10.1111/j.1600-0846.2007.00273.x.

Abstract

BACKGROUND/PURPOSE: Percutaneous permeation is a frequently used approach in drug delivery, but the detailed physics process in the patch--stratum corneum (SC)--viable epidermis system remains unclear: the influence of the interphases in the multilayered structure has been little studied.

METHODS

This paper applied the finite-element method to develop a contact algorithm with an interphase element to account for the interphase barrier on drug diffusion and chemical absorption during a transdermal drug delivery process. A more realistic multilayer structure, including the patch, SC and viable epidermis, are incorporated into the algorithm. Both interphases between the patch and SC, and between SC and viable epidermis are considered.

RESULTS

Our study confirms that the interphase transfer coefficients have a direct connection with drug concentration and flux distribution along the diffusion paths. The simulation results suggested a potential for the optimal control of drug diffusion. The partition coefficients and other interphase barrier factors can be incorporated into the model.

CONCLUSIONS

The algorithm can deal with complicated geometrical conditions, which is difficult using classical analytical approaches. Furthermore, calibrated against experiments, the model may predict more realistically the drug delivery process and drug distribution profiles so as to assist in the patch and even drug design.

摘要

背景/目的:经皮渗透是药物递送中常用的方法,但贴片 - 角质层(SC) - 活性表皮系统中的详细物理过程仍不清楚:多层结构中界面的影响鲜有研究。

方法

本文应用有限元方法开发了一种带有界面单元的接触算法,以考虑经皮给药过程中药物扩散和化学吸收的界面屏障。算法中纳入了更真实的多层结构,包括贴片、SC和活性表皮。同时考虑了贴片与SC之间以及SC与活性表皮之间的界面。

结果

我们的研究证实,界面传递系数与沿扩散路径的药物浓度和通量分布直接相关。模拟结果表明药物扩散具有优化控制的潜力。分配系数和其他界面屏障因素可纳入模型。

结论

该算法可处理复杂的几何条件,这用经典分析方法很难做到。此外,经实验校准后,该模型可以更真实地预测药物递送过程和药物分布情况,从而有助于贴片乃至药物设计。

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