Numerical solution of an inverse problem for a two-dimensional mathematical model of sorption dynamics

Author:

Tuikina S. R.,Solov’eva S. I.

Publisher

Springer Science and Business Media LLC

Subject

Computational Mathematics

Reference6 articles.

1. P. P. Zolotarev, “Problems of the theory of sorption dynamics and fixed-layer chromatography,” Zh. F. Kh, 59, No. 6, 1342–1351 (1985).

2. A. Buikis, Z. Rusakevich, and N. Ulanova, “Modelling of the convective diffusion process with nonlinear sorption in multi-layered aquifer,” Transport in Porous Media, 19, 1–13 (1995).

3. A. M. Denisov, “Unique solvability of some inverse problems for nonlinear models of sorption dynamics,” in: Conditionally Well-Posed Problems of Mathematical Physics and Analysis [in Russian], Nauka, Novosibirsk (1992), pp. 73–84.

4. S. R. Tuikina and S. I. Solov’eva, “Numerical determination of coefficients in some mathematical models of nonisothermal sorption dynamics,” Prikl. Matem. Informatika, No. 33: pp. 5-12 (2009).

5. S. R. Tuikina, “Solving some inverse problems of sorption dynamics by gradient methods,” Vest. MGU, ser. 15, Vychisl. Matem. Kibern., No. 4: 33-39 (1990).

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