Study of the corrosive effect of ozone on vulcanizates
https://doi.org/10.32362/2410-6593-2026-21-2-237-246
EDN: GEVECB
Abstract
Objectives. The work sets out to model the ozone corrosion of vulcanizates as a percolation phase transition, similar in the scheme of development of continual percolation on a plane, during which the growing regions of the new phase form a single “spanning” cluster. In this case, the continuity of the sample is broken, being divided into two parts. In the presented model, the ozone corrosion process is divided into two stages. At the first stage, ozone corrosion of the material occurs mainly along the perimeters of already ozonized surface areas, which leads to their growth and subsequent merging. Upon contact of adjacent surface areas consisting of ozonolysis products loaded with two-dimensional tension, corrosion cracks begin to appear on the surface. At the second stage of the corrosion process, corrosion cracks that grow deeply into the material due to its stress state lead to the penetration of ozone into the internal regions of the sample. The article presents the results of computer-simulation and real experiments carried out on ozone corrosion of technical vulcanizates in a plane stressed state.
Methods. Computer simulation of the time dependence of the total contact length of the areas of ozone corrosion products and the initial vulcanizate was carried out using a C++ program developed by the authors. Real experiments were carried out on a TOM-1000 setup. Samples for research by the TOM (technical ozone resistance of materials[1]) method comprise thin disks, which are clamped along the contour and subjected to one-sided two-dimensional tension by compressed air pressure. From the side of the opposite plane, the sample is exposed to the ozone flow. The installation makes it possible to create in the sample a relative deformation of up to 100% increase in the surface area.
Results. Computer simulation allowed, in combination with direct measurements of the time dependence of ozone absorption, the dynamics of the destruction of vulcanizates in an ozone environment to be investigated. A numerical parameter of the ozone resistance of vulcanizates—the coefficient of ozone resistance—is proposed. This coefficient is almost linearly related to the time before the onset of cracking, but it is more accurate because it does not require visual observation of the ozonolysis process.
Conclusions. The results of computer simulation are in good agreement with the results of real experiments.
About the Authors
S. V. MednikovRussian Federation
Stanislav V. Mednikov, Cand. Sci. (Phys.-Math), Associate Professor, Department of Physics
Scopus Author ID 57212473929
28, pr. im. V.I. Lenina, Volgograd, 400005
Competing Interests:
The authors declare no conflicts of interest.
P. D. Kravchenya
Russian Federation
Pavel D. Kravchenya, Cand. Sci. (Phys.-Math), Senior Lecturer, Department of Electronic Computers and Systems
Scopus Author ID 36628612400
28, pr. im. V.I. Lenina, Volgograd, 400005
Competing Interests:
The authors declare no conflicts of interest.
A. S. Ponomarev
Russian Federation
Alexander S. Ponomarev, Head of the Laboratory, Department of Computer Engineering
28, pr. im. V.I. Lenina, Volgograd, 400005
Competing Interests:
The authors declare no conflicts of interest.
O. O. Tuzhikov
Russian Federation
Oleg O. Tuzhikov, Dr. Sci. (Eng.), Associate Professor, Head of the Department of General and Inorganic Chemistry
Scopus Author ID 12645529200
28, pr. im. V.I. Lenina, Volgograd, 400005
Competing Interests:
The authors declare no conflicts of interest.
References
1. Razumovskii S.D., Zaikov G.E. Ozon i ego reaktsii s organicheskimi soedineniyami (Ozone and its Reactions with Organic Compounds). Moscow: Nauka; 1974, 324 p. (In Russ).
2. Zuev Yu.S., Degteva T.G. Stoikost’ ehlastomerov v ehkspluatatsionnykh usloviyakh (Service Life of Elastomers). Moscow: Khimiya; 1986, 264 p. (In Russ).
3. Rakovsky S., Zaikov G. Kinetics and Mechanism of Ozone Reactions with Organic and Polymeric Compounds in Liquid Phase. N.Y.: Nova Science Publisher, Inc.; 1998, 345 p.
4. Dick J.S. Tekhnologiya reziny: Retsepturostroenie i ispytaniya (Rubber Technology: Compounding and Testing for Performance): transl. from Engl.; V.A. Shershnev (Ed.). St. Petersburg: Nauchnye osnovy i tekhnologii; 2010, 620 p. (In Russ.). ISBN 978-5-91703-015-9 [Dick J.S. Rubber Technology: Compounding and Testing for Performance; 2nd ed. Hanser Pub. Inc.; 2009, 567 p.]
5. Reznichenko S.V., Morozova Yu.L. (Eds.). Bol’shoi spravochnik rezinshchika (Large Handbook of Rubber Worker) in 2 v. V. 2. Reziny i rezinotekhnicheskie izdeliya (Rubbers and Rubber Products). Moscow: Tekhinform; 2012, 641 p. (In Russ.). ISBN 978-5-89551-025-4
6. Khorova E.A., Nagornaya M.N., Tretyakova N.A. Increasing resistance to thermal-oxidative and ozone aging of rubbers operating under dynamic loading conditions. Kauchuk i rezina. 2024;83(3):140–143 (in Russ.).
7. Zheng T., Zheng X., Zhan S., Zhou J., Liao S. Study on the ozone aging mechanism of Natural Rubber. Polym. Degrad. Stab. 2021;186(2):109514. https://doi.org/10.1016/j.polymdegradstab.2021.109514
8. Mamed Gasan-Zade D.S., Mustafayeva R.E. The preparation and study of ozone-resistant rubbers based on a blend of elastomers. Kauchuk i rezina. 2019;78(2):114–115 (in Russ.).
9. Bochkarev E.S., Vaniev M.A., Buravov B.A., Gubin S.G., Dang Minh Thuy, Fan Ngok Tu., Novakov I.A. The effect of rubber blend ingredients on ozone and weather aging of rubber. Izvestiya Volgogradskogo gosudarstvennogo tekhnicheskogo universiteta (Izvestiya VolGGTU) = Izvestia VSTU. 2022;5(264):7–19 (in Russ.). https://doi.org/10.35211/1990-5297-2022-5-264-7-19
10. Sieradzki K., Rong L. Fracture Behavior of a Solid with Random Porosity. Phys. Rev. Lett. 1987;56:2509–2512. https://doi.org/10.1103/PhysRevLett.58.429.
11. Morozovskii A.E., Snarskii A.A. Percolation description of the conductivity of random networks with a broad spectrum of the distribution of resistances. Journal of Experimental and Theoretical Physics (JETP). 1993;77(6):959–965. [Original Russian Text: Morozovskii A.E., Snarskii A.A. Percolation description of the conductivity of random networks with a broad spectrum of the distribution of resistances. Zhurnal ehksperimental’noi i teoreticheskoi fiziki (ZhETF). 1993;104(6):4059–4072 (in Russ).]
12. Chin V.H. Crack model in the mechanism of dynamic phase transition and the physical meaning of the Kachanov function. Fizicheskaya mezomekhanika = Physical Mesomechanics. 2002;5(4):5–8 (in Russ.).
13. Khalkechev R.K. Percolated multifractal mathematical model of destruction of the gas-containing rock mass as the basis for forecasting of sudden emission of breeds and gas. Gornyi informatsionno-analiticheskii byulleten’ = Mining Informational and Analytical Bulletin. 2015;4:359–363 (in Russ.).
14. Valishin A.A., Antonova I.V. Percolation model of microdefects accumulation and forced elasticity area collapse before the crack fracture front in polymer and composite materials. Inzhenernyi zhurnal: nauka i innovatsii = Engineering Journal: Science and Innovation. 2016;11(59):1–16 (in Russ.). https://doi.org/10.18698/2308-6033-2016-11-1556
15. Dogadkin B.A., Dontsov A.A., Shershnev V.A. Khimiya ehlastomerov (Chemistry of Elastomers). Moscow: Khimiya; 1981, 376 p. (In Russ.).
16. Ikeda Y., Higashitani N., Hijikata K., Kokubo Y., Morita Y., Shibayama M., Osaka N., Suzuki T., Endo H., Kohjiya S. Vulcanization: New focus on a traditional technology by small-angle neutron scattering. Macromolecules. 2009;42(7): 2741–2748. https://doi.org/10.1021/ma802730z
17. Gould H., Tobochnik J. Komp’yuternoe modelirovanie v fizike (Computer Modeling in Physics): in 2 v.: transl. from Engl. V. 2. Moscow: Mir; 1990, 400 p. (In Russ.). ISBN 5-03-001594-9
18. Tarasevich Yu.Yu. Perkolyatsiya: teoriya, prilozheniya, algoritmy (Percolation: Theory, Applications, Algorithms). Moscow: URSS; 2018, 112 p. (In Russ.).
19. Watson B.P., Leath P.L. Conductivity in the two-dimensionalsite percolation problem. Phys. Rev. B. 1975;9:4893–4896. https://doi.org/10.1103/PhysRevB.9.4893
20. Last B.J., Thouless D.J. Percolation Theory and Electrical Conductivity. Phys. Rev. Lett. 1971;27(25):1719–1721. https://doi.org/10.1103/PhysRevLett.27.1719
21. Mednikov S.V., Chebotarev M.A., Mednikov V.S. Percolation model of the corrosion process. Voprosy fizicheskoi metrologii. 2003;5:54–66 (in Russ). https://elibrary.ru/iuzzal
22. Mednikov S.V., Tuzhikov O.O., Olshanskii O.V. Method for Determining the Durability of Structural Materials in Aggressive Environments and Device for its Implementation: RF Pat. 2320972. Publ. 27.03.2008 (in Russ.).
23. Tuzhikov O.O., Ol’shanskii O.V., Mednikov S.V., Baierlyain R., Baierlyaen KH. “Tom – 3000” – automated test complex for determining the ozone resistance of rubber. Kauchuk i rezina. 2009;2:35–38 (in Russ.).
24. Mednikov S.V., Tuzhikov O.O., Ol’shanskii O.V. Chemical corrosion of elastomeric materials under conditions of plane stress state as a phase transition. Izvestiya Volgogradskogo gosudarstvennogo tekhnicheskogo universiteta (Izvestiya VolGGTU) = Izvestia VSTU. 2017;4(199):66–70 (in Russ.). https://elibrary.ru/ypwjdv
Supplementary files
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1. Typical time dependence of the ozone absorption rate of tire vulcanizates | |
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- The results of computer-simulation and real experiments carried out on ozone corrosion of technical vulcanizates in a plane stressed state were shown.
- A numerical parameter of the ozone resistance of vulcanizates—the coefficient of ozone resistance—is proposed. This coefficient is almost linearly related to the time before the onset of cracking, but it is more accurate because it does not require visual observation of the ozonolysis process.
Review
For citations:
Mednikov S.V., Kravchenya P.D., Ponomarev A.S., Tuzhikov O.O. Study of the corrosive effect of ozone on vulcanizates. Fine Chemical Technologies. 2026;21(2):237-246. https://doi.org/10.32362/2410-6593-2026-21-2-237-246. EDN: GEVECB
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