Mauger J, Howard S
J Pharm Sci. 1976 Jul;65(7):1042-5. doi: 10.1002/jps.2600650721.
Several reports have dealt with model systems for the dissolution of log-normally distributed powders. A numerical solution is presented for the previously published Higuchi-Hiestand equations for a log-normal particle-size distribution. This solution was realized via an application of the System 360 Continuous System Modeling Program (CSMP). The resulting computer-aided calculations were utilized in the comparisons between the Higuchi-Hiestand model and other existing models. These comparisons provided a basis for the development of an adaptation of the Nielsen moving sphere model for log-normally distributed powders. The adaptation of the Nielsen equation for multisized particle systems is suggested as being potentially useful for treating experimental data where hydrodynamic effects must be considered.
已有多篇报告涉及对数正态分布粉末溶解的模型系统。针对先前发表的关于对数正态粒度分布的Higuchi-Hiestand方程给出了数值解。该解是通过应用系统360连续系统建模程序(CSMP)实现的。所得的计算机辅助计算用于Higuchi-Hiestand模型与其他现有模型的比较。这些比较为开发适用于对数正态分布粉末的尼尔森移动球模型提供了基础。建议将尼尔森方程用于多尺寸颗粒系统的适配,这对于处理必须考虑流体动力学效应的实验数据可能是有用的。