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Modeling and Analysis of Concentration Fields of Nonlinear Competitive Two-Component Diffusion in Medium of Nanoporous Particles

机译:纳米多孔颗粒介质中非线性竞争性二组分扩散浓度场的建模与分析

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摘要

We proposed nonlinear mathematical model of two-component competitive diffusion in bounded nanoporous media of spherical particles. Exact analytical solutions of this model were constructed with application of the Heaviside operational calculus and the Cauchy fundamental matrixes. We conduct numerical modeling and analysis of dynamics of variation of concentration in particle for interparticle space in zeoilite for the process of competitive two-phase diffusion.
机译:我们提出了在球形颗粒的有界纳米多孔介质中两组分竞争扩散的非线性数学模型。该模型的精确解析解是通过应用Heaviside演算和Cauchy基本矩阵构建的。我们进行了竞争性两相扩散过程的数值建模和动力学分析,分析了沸石中颗粒间空间中颗粒浓度变化的动力学。

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