SIMULATION OF THE SURFACE OF METAL SHEET WITH TEXTURED POLYMER COATING BY METHOD OF DIFFUSION-LIMITED AGGREGATION

1 MAKSIMOVA Olga
Co-authors:
1 BAIDGANOV Aleksandr 2 PETROVA Tatiana 2 MAKSIMOV Andrei 1 EGOROV Vladislav
Institutions:
1 Cherepovets State University, Laboratory of Mathematical and Computer Modeling, Cherepovets, Russian Federation, og62@mail.ru
2 Cherepovets State University, Department of Physics, Cherepovets, Russian Federation, to_87@bk.ru
Conference:
28th International Conference on Metallurgy and Materials, Hotel Voronez I, Brno, Czech Republic, EU, May 22nd - 24th 2019
Proceedings:
Proceedings 28th International Conference on Metallurgy and Materials
Pages:
903-908
ISBN:
978-80-87294-92-5
ISSN:
2694-9296
Published:
4th November 2019
Proceedings of the conference were published in Web of Science and Scopus.
Metrics:
744 views / 314 downloads
Abstract

The study of the geometric characteristics of the metal sheet surface with textured polymer coatings is justified by their connection with mechanical and optical properties. Studying of the surface of coated samples using optical microscopy revealed that it consists of grooves that are assembled into star-shaped clusters scattered across the entire surface of the sheet. At first glance, it seems that these defects are arranged randomly. However, resultats of the production tests showed that the type of defects depends on conditions of formation of the polymer coating. A Method for the constructing a geometrical feature of the surface relief of the polymer coating is proposed. The surface in our model is represented as an array of the clusters of interconnected fractal objects. The surface formation is simulated of completed by the method of random walks.

Keywords: Textured polymer coatings, multifractal analysis, diffusion-limited aggregation, surface structure, granule

© This is an open access article distributed under the Creative Commons Attribution License which permits unrestricted use, distribution, and reproduction in any medium, provided the original work is properly cited.

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