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Some analytical solutions for two-dimensional convection—dispersion equation in cylindrical geometry

机译:圆柱几何二维对流扩散方程的一些解析解

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In this paper some analytical solutions are given for a two-dimensional advection equation with anisotropic dispersion. Chemical decay or adsorption-like reaction inside the liquid phase is considered. Bessel function expansion is used to solve the second order PDE model with different initial conditions, corresponding to usual experimental practices. Cylindrical geometry is considered since large columns could be adopted to investigate both anisotropic dispersion and adsorption/desorption kinetic mechanisms.
机译:本文给出了具有各向异性扩散的二维对流方程的一些解析解。考虑到液相内部的化学衰变或类似吸附的反应。贝塞尔函数扩展用于求解初始条件不同的二阶PDE模型,这与通常的实验做法相对应。考虑采用圆柱几何形状,因为可以采用大柱来研究各向异性分散和吸附/解吸动力学机理。

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