On application of inverse problems with the nonlocal boundary conditions in the diffusion theory

Issabek Orazov, Anar Makhatova, Makhmud Abdysametovich Sadybekov

2017

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DOI 10.1063/1.5000662
Data confidence 85 high
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Abstract

In this paper we consider issues of constructing mathematical models of extraction processes from solid polydisperse porous materials considering the porosity of structure of particles, taking into account the connection of the residence time of fractions with particle size in the extractant, based on inverse problems of recovery of coefficients of diffusion processes under various variants of boundary conditions by a spatial variable.