MATHEMATICAL MODELING OF MASS TRANSFER IN SYMMETRIC HETEROGENEOUS AND NANOPOROUS MEDIA WITH A SYSTEM OF n-INTERFACE INTERACTIONS

摘要

An exact analytical solution is obtained to describe mass transfer in symmetric heterogeneous and nanoporous media with a system of n-interface interactions. The Laplace integral transform and Cauchy fundamental functions are used. A solvability theorem is proved. New recurrence algorithms and computational procedures are developed to form influence matrices, which are due to heterogeneities and n-interface interactions.