首页> 外文期刊>Journal of pharmaceutical sciences. >Dissolution of weak acids under laminar flow and rotating disk hydrodynamic conditions: Application of a comprehensive convection-diffusion-migration-reaction transport model
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Dissolution of weak acids under laminar flow and rotating disk hydrodynamic conditions: Application of a comprehensive convection-diffusion-migration-reaction transport model

机译:层流和旋转盘水动力条件下弱酸的溶解:对流-扩散-迁移-反应综合运输模型的应用

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摘要

A steady-state mass transfer model that incorporates convection, diffusion, ionic migration, and ionization reaction processes was extended to describe the dissolution of weak acids under laminar flow and a rotating disk hydrodynamics. The model accurately predicted the experimental dissolution rates of benzoic acid, 2-naphthoic acid, and naproxen in unbuffered and monoprotic buffers within the physiological pH range for both hydrodynamic systems. Simulations at various flow rates indicated a cube root dependency of dissolution rate on the flow rate for a given bulk pH value for the laminar hydrodynamic system, as proposed earlier by Shah and Nelson (1975. J Pharm Sci 64(9):1518-1520) for neutral compounds. The model has limitations in its ability to accurately predict the dissolution of weak acids under certain conditions that imposed steep concentration gradients, such as high pH values, and for polyprotic buffer systems that caused the numerical solution to be unstable, suggesting that alternative numerical techniques may be required to obtain a stable numerical solution at all conditions. The model presents many advantages, most notably the ability to successfully predict the complex process under physiological conditions without simplifying assumptions, and therefore accurately representing the system in a comprehensive manner.
机译:扩展了稳态传质模型,该模型结合了对流,扩散,离子迁移和电离反应过程,以描述层流和旋转盘流体动力学下弱酸的溶解。该模型可准确预测苯甲酸,2-萘甲酸和萘普生在两种流体力学系统的生理pH范围内的非缓冲和单质子缓冲液中的实验溶出速率。在各种流速下的模拟表明,对于层流流体动力系统,在给定的整体pH值下,溶解速率与流速的立方根相关性,如Shah和Nelson(1975. J Pharm Sci 64(9):1518-1520 )用于中性化合物。该模型在准确预测弱酸在某些条件下(施加较高的浓度梯度,例如高pH值)的溶解能力以及对质子缓冲液系统造成数值解不稳定的能力方面存在局限性,这表明其他数值技术可能需要在所有条件下获得稳定的数值解。该模型具有许多优势,最显着的是能够在不简化假设的情况下成功地预测生理条件下的复杂过程,从而以一种全面的方式准确地表示该系统。

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