Shekunov Boris, Montgomery Eda Ross
Global Pharmaceutical Technology, Shire plc, Wayne, Pennsylvania 19087.
Global Pharmaceutical Technology, Shire plc, Wayne, Pennsylvania 19087.
J Pharm Sci. 2016 Sep;105(9):2685-2697. doi: 10.1016/j.xphs.2015.12.006. Epub 2016 Feb 20.
The first-principles approach presented in this work combines surface kinetics and convective diffusion modeling applied to compounds with pH-dependent solubility and in different dissolution media. This analysis is based on experimental data available for approximately 100 compounds of pharmaceutical interest. Overall, there is a linear relationship between the drug solubility and intrinsic dissolution rate expressed through the total kinetic coefficient of dissolution and dimensionless numbers defining the mass transfer regime. The contribution of surface kinetics appears to be significant constituting on average ∼20% resistance to the dissolution flux in the compendial rotating disk apparatus at 100 rpm. The surface kinetics contribution becomes more dominant under conditions of fast laminar or turbulent flows or in cases when the surface kinetic coefficient may decrease as a function of solution composition or pH. Limitations of the well-known convective diffusion equation for rotating disk by Levich are examined using direct computational modeling with simultaneous dissociation and acid-base reactions in which intrinsic dissolution rate is strongly dependent on pH profile and solution ionic strength. It is shown that concept of diffusion boundary layer does not strictly apply for reacting/interacting species and that thin-film diffusion models cannot be used quantitatively in general case.
本研究中提出的第一性原理方法结合了表面动力学和对流扩散模型,应用于具有pH依赖性溶解度的化合物,并在不同的溶解介质中进行研究。该分析基于约100种具有药学意义的化合物的现有实验数据。总体而言,药物溶解度与固有溶解速率之间存在线性关系,该关系通过溶解总动力学系数和定义传质机制的无量纲数来表示。在药典规定的转速为100 rpm的旋转圆盘装置中,表面动力学的贡献似乎很大,平均构成约20%的溶解通量阻力。在快速层流或湍流条件下,或者当表面动力学系数可能随溶液组成或pH值降低时,表面动力学的贡献变得更加显著。利用直接计算模型,结合同时发生的离解和酸碱反应,研究了Levich提出的旋转圆盘对流扩散方程的局限性,其中固有溶解速率强烈依赖于pH分布和溶液离子强度。结果表明,扩散边界层的概念并不严格适用于反应/相互作用物种,并且在一般情况下,薄膜扩散模型不能定量使用。