Optimal design of structures with a combined approach to corrosion accounting and protective properties of anticorrosive coatings

Authors

  • М. М. Фридман Krivoy Rog Metallurgical Institute of the National Metallurgical Academy of Ukraine, Ukraine

Keywords:

corrosion, anticorrosive coatings, optimization

Abstract

When constructing mathematical models of corrosion wear of structures, it is also necessary to take into account the work of protective coatings and determine the duration of the incubation period characterizing the durability of the protective coatings used. Protective coatings are barrier layers that impede the penetration of an aggressive medium to the surface of the structure and push back the onset of the process of intense corrosion. When calculating structures with protective coatings subjected to corrosive wear, it is necessary to take into account the joint operation of both the structural element itself and the protective coating, which leads to stresses in protective coatings, a more intensive decrease in the protective properties of these coatings and, as a result, premature failure. This study is devoted to the development of a new mathematical model of the combined approach to the calculation of corrosion and protective properties of anticorrosive coatings. As the basic equation of corrosion, the Dolinsky model is used, which allows one to take into account the effect of stresses on the corrosion wear of structures. The implementation of this model is demonstrated by the example of optimizing the bent elements of a rectangular section. Analytical solutions were obtained in stages to determine the transverse dimensions and time of complete loss of the anticorrosive coating of these elements. As a result of optimization, optimal initial section sizes were found by the criterion of the minimum volume of the structure. The proposed model, as well as the considered approach to its implementation when optimizing structures working under corrosion conditions, can be used both in analytical solutions and with the help of numerical methods.

Author Biography

М. М. Фридман, Krivoy Rog Metallurgical Institute of the National Metallurgical Academy of Ukraine

PhD

References

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Published

2017-11-03

Issue

Vol. 20 No. 3 (2017)

Section

High technologies in mechanical engineering

License

Copyright (c) 2017 М. М. Фридман

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