可电离药物的角膜渗透理论模型。

S W Friedrich, Y L Cheng, B A Saville
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引用次数: 24

摘要

许多药物进入眼睛的主要途径是经角膜渗透。更好地了解经角膜渗透的机制可能会导致药物剂型的改进或药物传递装置的开发,从而提高药物的眼生物利用度。建立了一种角膜渗透模型,可用于研究角膜渗透的机制。该模型采用5个连续隔间模拟泪膜、上皮、间质、内皮和房水。这些组织被认为是由生理厚度的平面屏障充分代表的。假设泪膜完全混合,基质完全停滞。由于对水相流体动力学的认识不足,研究了停滞和完全混合两种极端。我们认为药物损失最显著的四种途径分别是泪道引流、结膜吸收、水液引流和虹膜-睫状体吸收,因此纳入了模型。在药物的离子和非离子形式之间存在的平衡被发现是经角膜渗透机制的重要步骤。在模型中加入平衡条件后,体液药物的水平比不使用平衡机制的模型预测的水平高50倍以上。模型中使用了两种药物的亲脂性与其在角膜各层的渗透性之间的关系。该模型用于预测盐酸噻洛尔持续释放到泪膜中或噻洛尔、左旋布诺尔和匹罗卡平滴眼液引起的体液药物浓度。该模型产生的暂态体液药物水平与文献中的体内实验数据密切相关。使用该模型,还可以预测通过眼睛的四种消除途径中每一种途径所损失的药物注入量。
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Theoretical corneal permeation model for ionizable drugs.

The primary route into the eye for many drugs is transcorneal permeation. A better understanding of the mechanisms involved in transcorneal permeation could lead to improvements in drug dosage forms or the development of drug delivery devices which enhance the ocular bioavailability of drugs. A corneal permeation model has been developed which can be used to study the mechanisms involved in corneal permeation. The model uses five compartments in series to simulate the tear film, epithelium, stroma, endothelium and aqueous humour. These tissues were assumed to be adequately represented by plane sheet barriers of physiological thickness. The tear film was assumed to be perfectly mixed and the stroma completely stagnant. Due to inadequate knowledge of the hydrodynamics of the aqueous humour, both stagnant and perfectly mixed extremes were studied. The four routes of drug loss which were considered the most significant and therefore included in the model were lacrimal drainage, conjunctival absorption, aqueous drainage and iris-ciliary body absorption. The equilibrium that can exist between the ionic and non-ionic forms of a drug was found to be an important step in the mechanism of transcorneal permeation. Including the equilibrium condition in the model resulted in aqueous humour drug levels that were over 50 times higher than the levels predicted by a model which did not use the equilibrium mechanism. A relationship between the lipophilicity of each of the two drug forms and its permeability in each layer of the cornea was used in the model. The model was used to predict aqueous humour drug concentrations resulting from a constant release of timolol into the tear film or from the application of timolol, levobunolol and pilocarpine eyedrops. The model produced transient aqueous humour drug levels that closely followed experimental in vivo data from literature. Using the model, it was also possible to predict the amount of instilled drug that is lost through each of the four elimination routes of the eye.

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