The NUMERICAL SIMULATION OF THE INVERSE PROBLEM OF THE FILTERING PROCESS OF LOW-CONCENTRATION SOLUTIONS

Authors

  • Temur Turdiyev TUIT Urgench brench +998974104185

Keywords:

separating and filtering liquid, preparation and purification of food, technological process

Abstract

The article presents a computer model and a numerical algorithm for solving the inverse problem of the technological process of filtering liquid ionized solutions.

References

S. Lucas, M.P. Calvo, C. Palencia, E. Alonso, M.J. Cocero. Mathematical model of supercritical CO2 adsorption on activated carbon applied to adsorption scale-up.

Carlos Andre V. Burkert, Geraldo N.O. Barbosa, Marcio A. Mazutti., Francisco Maugeri. Mathematical modeling and experimental breakthrough curves of cephalosporin C adsorption in a fixed-bed column // Process Biochemistry 46 (2011) 1270–1277.

Suresh Gupta, B. V. Babu Experimental Investigations and Theoretical Modeling Aspects in Column Studies for Removal of Cr(VI) from Aqueous Solutions Using Activated Tamarind Seeds // J. Water Resource and Protection, 2010, 2, 706-716. doi:10.4236/jwarp.2010.28081.

M. Soós, P. Rajniak, R. Zajdlík. Mathematical and Experimental Modelling of Sorption Processes in a Fixed Bed Adsorber // Chem.Papers 54(6b)489|495 (2000)

. Nematov A, Turdiyev T, Ismailov Sh, Baxriddinov A. Parallel Computational Algorithms for Solving Boundary Value Problems for Two-Dimensional Equations of Parabolic Type. International Conference on Informatics and Communication Technology (ICISCT) 2021. https://ieeexplore.ieee.org/document/9670272

. Turdiyev T. A one-dimension of nostatsional filtration process of gas in a two-layer poor environment mathematical model and number methods of solving it. Acta of Turin Polytechnic University in Tashkent. 2022/3/31. 39-45. https://acta.polito.uz/index.php/journal/article/view/78/39

B Palvanov. et al 2020 IOP Conf. Ser.: Mater. Sci. Eng. 862 062010

Palvanov B.Yu. 2016 Problems of Computational and Applied Mathematics 1 48-63

I.A. Kolodnikov, S.N. Kladiev, S.I. Krivopustov. Purification of solutions of uranium-containing compounds from mechanical impurities by centrifugation // Bulletin of the Tomsk Polytechnic University. 2010. V. 317. No. 2. S.50-54.

V.G. Matveikin, S.B. Putin, S.A. Skvortsov, S.S. Tolstoshein. Mathematical modeling of carbon dioxide registration processes. Bulletin of TSTU. 2010. Volume 16. No. 3. P.603-609.

Abutaliev F.B., Rakhimov M. Ya. On the equation of ion-exchange filtration and methods for their solution // Questions of Computational and Applied Mathematics, -1976, -№40,

Rakhimov M. Ya. On the numerical solution of the one-dimensional problem of ion-exchange filtration // Issues of Computational and Applied Mathematics, -1977, -№46,

Fedotkin I.M., Krill S.I., Borshevskaya L.I. Separation of suspension and hyperfiltration // Kyiv "Tekhnika", -1972.

Rakhimov M. Ya. Ion-exchange filtration of low-concentration suspensions // Issues of Computational and Applied Mathematics, -1977, No. 45

Tikhonov A. N., Arsenin V. Ya. Methods for solving ill-posed problems // Moscow, "NAUKA", 1974

Abutaliev F.B., Weisman B.K. To the numerical solution of inverse problems on a computer // Tashkent, publishing house "Fan", 1976

Guter R. S., Ovchinnikov B.V. Elements of Numerical Analysis and Mathematical Processing of Experimental Results // Nauka publishing house, 1970

Published

2023-09-26

How to Cite

Turdiyev, T. (2023). The NUMERICAL SIMULATION OF THE INVERSE PROBLEM OF THE FILTERING PROCESS OF LOW-CONCENTRATION SOLUTIONS. Acta of Turin Polytechnic University in Tashkent, 13(1), 35–40. Retrieved from https://acta.polito.uz/index.php/journal/article/view/187

Issue

Section

Technical Science and Engineering