用于 Higuchi 方程的蒙特卡罗模拟和分数动力学考虑。
Monte Carlo simulations and fractional kinetics considerations for the Higuchi equation.
机构信息
School of Pharmacy, University of Athens, Athens, Greece.
出版信息
Int J Pharm. 2011 Oct 10;418(1):100-3. doi: 10.1016/j.ijpharm.2010.11.046. Epub 2010 Dec 2.
Abstract
We highlight some physical and mathematical aspects relevant to the derivation and use of the Higuchi equation. More specifically, the application of the Higuchi equation to different geometries is discussed and Monte Carlo simulations to verify the validity of Higuchi law in one and two dimensions, as well as the derivation of the Higuchi equation under alternative boundary conditions making use of fractional calculus, are presented.
摘要
我们强调了与 Higuchi 方程的推导和使用相关的一些物理和数学方面。更具体地说，讨论了 Higuchi 方程在不同几何形状中的应用，并进行了蒙特卡罗模拟，以验证 Higuchi 定律在一维和二维中的有效性，以及利用分数微积分在替代边界条件下推导 Higuchi 方程。
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