Mathematical Modeling of Wastewater Treatment from Multicomponent Pollution by Through Microporous Filling

摘要

The nonlinear singularly perturbed convection-diffusion process of the adsorption mass transfer in multicomponent multilayer filter pollution, each layer of which consists of particles of microporous structure is modeled. We construct the asymptotic expansion resolving relevant model boundary problem and on this basis conduct numerical experiment that allows to evaluate the impact of the various components of the process for the distribution of contaminants in the filter.