Michuta O. Mathematical modelling of filtration consolidation of soils with taking into account influence of chemical suffusion

Object - processes of filtration consolidation of porous media (soil) for the effects of multicomponent chemical solutions and heterogeneous mass transfer processes. Purpose - to develop new nonlinear mathematical models. Methods - radial basis functions, Gauss, least squares, Newton. Novelty - formed nonlinear mathematical model of chemical suffusion in soils, building nonlinear mathematical model of interrelated processes and chemical filtration consolidation suffusion in porous media, improved kinematic boundary condition at the upper limits of the moving soil by taking into account the value prosidan by chemical suffusion, adapted meshless method of radial basis functions for finding solutions of nonlinear boundary value problems above. Results are inculcated in SRW (SR № 0110U000816, SR № 0113U004052); Rivne Regional Department of Water Resources; NUWMNRU.