Inverse Problem for a Mathematical Model of Sorption Dynamics with a Variable Kinetic Coefficient
A. V. Denisov, Dongqin Zhu · Moscow University Computational Mathematics and Cybernetics · 2022
Abstract The authors consider an inverse problem for a nonlinear mathematical model of sorption dynamics with an unknown variable kinetic coefficient. The theorem of existence of a solution to the inverse problem is proved, and an iteration procedure for solving it is substantiated. Examples are presented of using the proposed procedure to numerically solve the inverse problem.